INTRODUCTION
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
SOCIAL
ARITHMETIC
SMP NEGERI 2 PEKALONGAN
2011
By: Andang Prasetya
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EVALUATIONS
EVALUATIONS
INTRODUCTION
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
INTRODUCTION
a. Total Value
b. Value per Unit
Exercise
By: Andang Prasetya
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EVALUATIONS
EVALUATIONS
INTRODUCTION
INTRODUCTION
INTRODUCTION
a. Total Value
b. Value per Unit
Exercise
By: Andang Prasetya
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EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
a. Total Value
To find out the total value, we must know the
value per unit first.
Total Value = Number of units x value per unit
Example:
Price list of kitchen needs are given as follows
• Five bunches of spinachs is Rp2,500.00
• Four bunches of green beans is Rp6,000.00
• Five grains of eggs is Rp3,000.00
Momo bought three grains of eggs, seven
bunches of green beans, and nine bunch of
spinach. How much should Momo paid?
Solution
INTRODUCTION
INTRODUCTION
a. Total Value
b. Value per Unit
Exercise
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
a. Total Value
Solution:
Given:
• Five bunches of spinachs is Rp2,500.00
So, a bunches of spinachs is Rp500.00
• Four bunches of green beans is Rp6,000.00
So, a bunches of green beans is Rp1,500.00
• Five grains of eggs is Rp3,000.00
So, a grains of eggs is Rp600.00
Thus Momo had to pay for three grains of egg seven
bunches of green beans, and nine bunch of spinachs is
3 X Rp600.00 + 7 X Rp1,500.00 + 9 X Rp500.00
= Rp1,800.00 + Rp10,500.00 + Rp4,500.00
= Rp16,800.00
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EVALUATIONS
EVALUATIONS
INTRODUCTION
INTRODUCTION
a. Total Value
b. Value per Unit
Exercise
By: Andang Prasetya
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EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
b. Value per Unit
To find out the value per unit, we must know
the total value first.
total value
Value per Unit =
Number of Unit
Example:
Tangguh bought three pair of shoes at cost
Rp225,000.00 totally. What was the price of
a pair of shoes?
Solution
INTRODUCTION
INTRODUCTION
PROFIT AND
LOSS
SAVING
INTEREST AND
TAX
DISCOUNT,
GROSS, TARE,
AND NET
b. Value per Unit
Solution:
Given:
Three pair of shoes at cost Rp225,000.00
a. Total Value
b. Value per Unit
Exercise
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EVALUATIONS
EVALUATIONS
So, the one pair of shoes at cost =
Rp225,000.00
3
= Rp75,000.00
INTRODUCTION
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Exercise:
INTRODUCTION
a. Total Value
b. Value per Unit
Exercise
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EVALUATIONS
EVALUATIONS
1. Alif bought two shirts cost Rp100,000.00.
What was the price for five shirts?
2. Pia bought four plate and paid Rp12,000.00.
What was the price of a dozen of plates?
3. Dodo bought 100 kilograms of onions cost
RP1,200,000.00. Then he sells it every one
kilogram and add Rp500.00 per kilogram as a
transport cost. What was the selling price of
a kilogram of onion?
INTRODUCTION
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
PROFIT AND LOSS
PROFIT AND LOSS
a. Profit
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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EVALUATIONS
EVALUATIONS
In a trade, there are two possible outcomes
a seller may face, i.e.:
1. The seller earns a profit, or
2. The seller suffers a loss
PROFIT AND
LOSS
INTRODUCTION
PROFIT AND LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
a. Profit
If Selling Price > Buying Price, it’s make profit.
Profit = Selling Price – Buying Price
a. Profit
Example:
A tradesman has bought 90 kilogram rice from
farmer in Rp6,500.00 for each kilogram. Then,
b. Loss
c. Profit (%)
d. Loss (%)
he sold it in Rp6,750.00 for each kilogram.
What was the amount of profit the tradesman
earned?
Note
Exercise
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EVALUATIONS
EVALUATIONS
Solution
INTRODUCTION
PROFIT AND LOSS
a. Profit
b. Loss
c. Profit (%)
d. Loss (%)
Note
DISCOUNT,
GROSS, TARE,
AND NET
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EVALUATIONS
EVALUATIONS
SAVING
INTEREST AND
TAX
a. Profit
Solution:
Given:
• Buying Price Rp6,500.00 for each kilogram.
Total Buying Price = 90 X Rp6,500.00
= Rp585,000.00
• Selling Price Rp6,750.00 for each kilogram.
Total Selling Price = 90 X Rp6,750.00
= Rp607,500.00
Selling Price > Buying Price (Profit)
Profit = Selling Price – Buying Price
= Rp607,500.00 – Rp585,000.00
= Rp22,500.00
So, the profit is Rp22,500.00
Exercise
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PROFIT AND
LOSS
INTRODUCTION
PROFIT AND LOSS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
b. Loss
If Selling Price < Buying Price, it’s make loss.
Loss = Buying Price – Selling Price
a. Profit
Example:
Mr. Raden buys a motorcycle at the price of
Rp16,999,999.00. Then, he sells the motorcycle
b. Loss
c. Profit (%)
d. Loss (%)
at the price of Rp15,750,000.00.
What was the amount of loss he made?
Note
Exercise
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EVALUATIONS
EVALUATIONS
Solution
INTRODUCTION
PROFIT AND LOSS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
b. Loss
Solution:
Given:
• Buying Price Rp16,999,999.00
a. Profit
• Selling Price Rp15,750,000.00.
b. Loss
Selling Price < Buying Price (Loss)
c. Profit (%)
d. Loss (%)
Loss = Buying Price – Selling Price
= Rp16,999,999.00 – Rp15,750,000.00
= Rp1,249,999.00
So, the loss is Rp1,249,999.00
Note
Exercise
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EVALUATIONS
EVALUATIONS
SAVING
INTEREST AND
TAX
INTRODUCTION
PROFIT AND LOSS
a. Profit
b. Loss
c. Profit (%)
Exercise
EVALUATIONS
EVALUATIONS
SAVING
INTEREST AND
TAX
price of the motorcycle was Rp8,000,000.00.
What is the percentages of the profit he made?
Note
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DISCOUNT,
GROSS, TARE,
AND NET
c. Profit Percentages (Profit %)
Profit
Profit Percentages =
X 100%
Buying Price
Example:
Father bought a motorcycle for Rp5,000,000.00
He sold the motorcycle to his friend. The selling
d. Loss (%)
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PROFIT AND
LOSS
Solution
INTRODUCTION
PROFIT AND LOSS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
c. Profit Percentages (Profit %)
Solution:
Given:
• Buying Price Rp5,000,000.00
a. Profit
• Selling Price Rp8,000,000.00.
b. Loss
Selling Price > Buying Price (Profit)
c. Profit (%)
d. Loss (%)
Note
Exercise
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EVALUATIONS
EVALUATIONS
Profit = Selling Price – Buying Price
= Rp8,000,000.00 – Rp5,000,000.00
= Rp3,000,000.00
Profit
Profit Percentages =
X 100%
Buying Price
Rp3,000,000.00
=
X 100%
Rp5,000,000.00
= 60%
So, the profit percentage is 60%
INTRODUCTION
PROFIT AND LOSS
a. Profit
b. Loss
c. Profit (%)
Exercise
EVALUATIONS
EVALUATIONS
SAVING
INTEREST AND
TAX
22.5 million rupiahs.
What is the percentages of the loss he made?
Note
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DISCOUNT,
GROSS, TARE,
AND NET
d. Loss Percentages (Loss %)
Loss
Loss Percentages =
X 100%
Buying Price
Example:
A farmer buys a house at the price of 25 million
rupiahs. Then he sells the house at the price of
d. Loss (%)
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PROFIT AND
LOSS
Solution
INTRODUCTION
PROFIT AND LOSS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
d. Loss Percentages (Loss %)
Solution:
Given:
• Buying Price Rp25,000,000.00
a. Profit
• Selling Price Rp22,500,000.00.
b. Loss
Selling Price < Buying Price (Loss)
c. Profit (%)
d. Loss (%)
Note
Exercise
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EVALUATIONS
EVALUATIONS
Loss = Buying Price – Selling Price
= Rp25,000,000.00 – Rp22,500,000.00
= Rp2,500,000.00
Loss
Loss Percentages =
X 100%
Buying Price
Rp2,500,000.00
=
X 100%
Rp25,000,000.00
= 10%
So, the loss percentage is 10%
INTRODUCTION
PROFIT AND LOSS
a. Profit
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
(i) Note: Selling Price > Buying Price (Profit)
100
Buying Price =
X Selling Price
100 + P
100 + P
Selling Price =
X Buying Price
100
b. Loss
c. Profit (%)
d. Loss (%)
Note
(iI) Note: Selling Price < Buying Price (Loss)
100
Buying Price =
X Selling Price
100 – L
100 – L
Selling Price =
X Buying Price
100
Profit Percentages = P %
Loss Percentages = L %
Exercise
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EVALUATIONS
EVALUATIONS
Example
INTRODUCTION
PROFIT AND LOSS
a. Profit
PROFIT AND
LOSS
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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EVALUATIONS
EVALUATIONS
SAVING
INTEREST AND
TAX
Example 1 :
Anita sells her ring at the price of Rp600,000.00.
If Anita gets the profit of 20%, then how much
does Anita buy that ring?
By: Andang Prasetya
DISCOUNT,
GROSS, TARE,
AND NET
Solution Example 1
INTRODUCTION
PROFIT AND LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Example 1 :
Solution:
Given:
• Selling Price Rp600,000.00
a. Profit
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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PROFIT AND
LOSS
EVALUATIONS
EVALUATIONS
• Profit Percentage = 20%, so P = 20
100
Buying Price
=
X Selling Price
100 + P
100
=
X Rp600,000.00
120
= Rp500,000.00
So, the buying price is Rp500,000.00
INTRODUCTION
PROFIT AND LOSS
a. Profit
PROFIT AND
LOSS
SAVING
INTEREST AND
TAX
Example 2 :
Mr. Benny buys a car at the price of 40 million
rupiahs. Then he sells that car and gets the profit
of 15%. How much does Mr. Benny sell the car?
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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DISCOUNT,
GROSS, TARE,
AND NET
EVALUATIONS
EVALUATIONS
Solution Example 2
INTRODUCTION
PROFIT AND LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Example 2 :
Solution:
Given:
• Buying Price Rp40,000,000.00
a. Profit
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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PROFIT AND
LOSS
EVALUATIONS
EVALUATIONS
• Profit Percentage = 15%, so P = 15
100 + P
Selling Price
=
X Buying Price
100
115
=
X Rp40,000,000.00
100
= Rp46,000,000.00
So, the selling price is Rp46,000,000.00
INTRODUCTION
PROFIT AND LOSS
a. Profit
PROFIT AND
LOSS
SAVING
INTEREST AND
TAX
Example 3 :
Mrs. Desi buys a TV at the price of Rp800,000.00
When Mrs. Desi sells the TV, she suffers the loss
of 25%. How much does Mrs. Desi sell the TV?
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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DISCOUNT,
GROSS, TARE,
AND NET
EVALUATIONS
EVALUATIONS
Solution Example 3
INTRODUCTION
PROFIT AND LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Example 3 :
Solution:
Given:
• Buying Price Rp800,000.00
a. Profit
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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PROFIT AND
LOSS
EVALUATIONS
EVALUATIONS
• Loss Percentage = 25%, so L = 25
100 – L
Selling Price
=
100
75
=
100
= Rp600,000.00
So, the selling price is Rp600,000.00
X Buying Price
X Rp800,000.00
INTRODUCTION
PROFIT AND LOSS
a. Profit
PROFIT AND
LOSS
How much does Neti buy her shoes?
c. Profit (%)
d. Loss (%)
Note
Exercise
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EVALUATIONS
EVALUATIONS
SAVING
INTEREST AND
TAX
Example 4 :
When Neti sells her shoes at the price of
Rp150,000.00, she suffers the loss of 25%.
b. Loss
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DISCOUNT,
GROSS, TARE,
AND NET
Solution Example 4
INTRODUCTION
PROFIT AND LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Example 4 :
Solution:
Given:
• Selling Price Rp150,000.00
a. Profit
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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PROFIT AND
LOSS
EVALUATIONS
EVALUATIONS
• Loss Percentage = 25%, so L = 25
100
Buying Price
=
100 – L
100
=
75
= Rp200,000.00
So, the buying price is Rp200,000.00
X Selling Price
X Rp150,000.00
INTRODUCTION
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Exercise:
PROFIT AND LOSS
a. Profit
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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EVALUATIONS
EVALUATIONS
1. Mrs. Ani buys 10 scissors at the price of
Rp6,000.00 each. Seven scissors are sold at
the price of Rp6,500.00 each and the rests
are sold at the price of Rp5,500.00 each.
Determine the percentage of profit or loss of
Mrs. Ani.
2. Mrs. Nunung buys a house at the price of
Rp60,000,000.00. When se sells her house,
she suffers the loss of 7%. How much does
Mrs. Nunung sell her house?
INTRODUCTION
PROFIT AND LOSS
a. Profit
b. Loss
c. Profit (%)
d. Loss (%)
Note
Exercise
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EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Exercise:
3. When Rudi sells his watch at the price of
Rp195,000.00, he suffers the loss of 40%.
How much does Rudi buy his watch?
4. Hasan buys a house at the price
Rp37,000,000.00.
Then
he
spends
Rp13,000,000.00 to renovate the house. Find
the percentage of profit or loss, if Hasan
sells the house at the price of
Rp60,000,000.00.
INTRODUCTION
DISCOUNT,
GROSS, TARE
AND NET
a. Discount
b. Gross, Tare, Net
Exercise
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EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
DISCOUNT,
GROSS, TARE,
AND NET
INTRODUCTION
DISCOUNT,
GROSS, TARE
AND NET
a. Discount
b. Gross, Tare, Net
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
a. Discount
Discount is the cut of selling price by some
amount. Discount is usually given to buyers
by some wholesalers or stores.
Example:
When a supermarket gives a discount of 15%,
Budi buys a rice cooker at the price of
Rp420,000.00. How much does Budi pay the
rice cooker at the cashier?
Exercise
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PROFIT AND
LOSS
EVALUATIONS
EVALUATIONS
Solution
INTRODUCTION
DISCOUNT,
GROSS, TARE
AND NET
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
a. Discount
Solution:
Given:
• The price before discount Rp420,000.00
• The discount = 15% X Rp420,000.00
a. Discount
= Rp63,000.00
• The price after discount = Rp420,000.0 – Rp63,000.00
b. Gross, Tare, Net
Exercise
So, the price after discount is Rp357,000.00
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= Rp357,000.00
EVALUATIONS
EVALUATIONS
INTRODUCTION
DISCOUNT,
GROSS, TARE
AND NET
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
b. Gross, Tare, and Net
Net weight is the weight of content without pack
Gross weight is the weight of the pack and its
contents. The difference between gross and
net weight is called tare.
a. Discount
Tare = Gross – Net
b. Gross, Tare, Net
Example:
A sack of potatoes weight 85 kg. If the net
weight is 84.6 kg, then calculate gross, net, tare
Exercise
and % tare.
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EVALUATIONS
EVALUATIONS
Solution
PROFIT AND
LOSS
INTRODUCTION
DISCOUNT,
GROSS, TARE
AND NET
DISCOUNT,
GROSS, TARE,
AND NET
b. Gross, Tare, and Net
Solution:
Given:
• A sack of potatoes weight 85 kg
• The net weight is 84.6 kg
a. Discount
Gross = 85 kg
Net = 84.6 kg
Tare = Gross – Net
b. Gross, Tare, Net
= 85 kg – 84.6 kg
= 0.4 kg
Exercise
Tare
Gross
0.4 kg
=
85 kg
= 0.47%
% Tare =
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EVALUATIONS
EVALUATIONS
X 100%
X 100%
SAVING
INTEREST AND
TAX
INTRODUCTION
DISCOUNT,
GROSS, TARE
AND NET
a. Discount
b. Gross, Tare, Net
Exercise
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EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Exercise
1. When a shopping centre gives a discount of
18%. Elvy buys a hair dryer at the price
Rp80,000.00. How much does Elvy pay the
hair dryer at the cashier?
2. Cachi had a can of biscuit which is written
on the can, net for 640 gr. After view time,
the can of biscuit was empty. Weight of the
empty can is 160 gr. How much the
percentage of tare for that can of biscuit?
INTRODUCTION
DISCOUNT,
GROSS, TARE
AND NET
a. Discount
b. Gross, Tare, Net
Exercise
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EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Exercise
3. The price of 1 box of orange is Rp90,000.00
with a 10% discount. The overall weight is
20 kg with a 2 kg tare. If the seller wants a
20% profit, how much the selling price of
the oranges per kg.
4. The price of two sacks of hulled rice is
Rp400,000.00. The weight of each sack is
100 kg with tare 2%. The a trader sells the
hulled rice with the price of Rp2,500.00 each
kg. What does the trader make? Profit or
loss? How much does the trader make?
INTRODUCTION
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
SAVING
INTEREST AND
TAX
a. Saving Interest
b. Tax
Exercise
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EVALUATIONS
EVALUATIONS
SAVING INTEREST
AND TAX
INTRODUCTION
SAVING
INTEREST AND
TAX
a. Saving Interest
b. Tax
Exercise
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
a. Saving Interest
Amount of interest after 1 year
= interest rate X capital
Amount of interest after n months
n
X interest rate X capital
=
12
Example:
Pandu invested Rp10,000,000.00 to the bank at
1.2% interest per year. How much money due
at the end of 10 months does Pandu have?
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EVALUATIONS
EVALUATIONS
Solution
INTRODUCTION
SAVING
INTEREST AND
TAX
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
a. Saving Interest
Solution:
Given:
• Capital = Rp10,000,000.00
• Interest = 1.2% per year
a. Saving Interest
• 10 months, so n = 10
The interest for 10 months
10
X 1.2% X Rp10,000,000.00
=
12
= Rp100,000.00
b. Tax
Exercise
The amount of saving after Pandu saves for 10 months
= Rp10,000,000.00 + Rp100,000.00
= Rp10,100,000.00
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EVALUATIONS
EVALUATIONS
INTRODUCTION
SAVING
INTEREST AND
TAX
a. Saving Interest
b. Tax
Exercise
DISCOUNT,
GROSS, TARE,
AND NET
EVALUATIONS
EVALUATIONS
SAVING
INTEREST AND
TAX
b. Tax
Tax is obligatory cutting for citizen by the
country. Everything that you can buy in the
stores is imposed by tax. Tax is expressed in
percentage, for exmple 10% from the price.
Example:
Father has Rp1,200,000.00 as his salary and
Reduce 14% tax. Determine the father’s
salary after imposed by tax.
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PROFIT AND
LOSS
Solution
INTRODUCTION
SAVING
INTEREST AND
TAX
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
b. Tax
Solution:
Given:
• The salary = Rp1,200,000.00
• Tax (%) = 14%
a. Saving Interest
Tax = 14% X Rp1,200,000.00
= Rp168,000.00
b. Tax
So, the salary after imposed by tax is:
= Rp1,200,000.00 – Rp168,000.00
Exercise
= Rp1,032,000.00
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EVALUATIONS
EVALUATIONS
SAVING
INTEREST AND
TAX
INTRODUCTION
SAVING
INTEREST AND
TAX
a. Saving Interest
b. Tax
Exercise
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EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Exercise:
1. Anton save Rp2,000,000.00 in a bank at
12% interest per year. How much money
due at the end of 20 months does Anton
have?
2. Bonbon bought a TV set for Rp3,800,000.00
and he was charged a 10% value added tax
(VAT). Since the purchase was made in cash,
he got a 5% discount. Determine the
amount of money Bonbon must pay?
INTRODUCTION
EVALUATIONS
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2
3
4
5
6
7
By: Andang Prasetya
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PROFIT AND
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DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Do the following exercise correctly
1. A trader bought 2 boxes of books for
Rp45,000.00. Each box contains 10 books. If
the selling price of each book is Rp2,500.00,
trader makes . . . .
a. A profit of Rp5,000.00
b. A loss of Rp5,000.00
c. A loss of Rp20,000.00
d. Neither a profit nor a loss
INTRODUCTION
EVALUATIONS
1
2
3
4
5
6
7
By: Andang Prasetya
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EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Do the following exercise correctly
2. Father
bought
a
motorcycle
for
Rp7,500,00.00. He sold the motorcycle to his
friend. The selling price of the motorcycle
was Rp8,000,000.00. What is the percentage
of the profit or loss he made?
a. A profit of 6.67%
b. A loss of 6.67%
c. A loss of 6.25%
d. A profit of 6.25%
INTRODUCTION
EVALUATIONS
1
2
3
4
5
6
7
By: Andang Prasetya
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EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Do the following exercise correctly
3. Miss Vivi bought 25 kg of oranges for
Rp200,000.00. However, during the selling
activity, she found 5 kg of the oranges
damage. She wants to make a profit of 10%.
So, the selling price of the oranges per kg
will be . . . .
a. Rp8,800.00
b. Rp9,000.00
c. Rp10,000.00
d. Rp11,000.00
INTRODUCTION
EVALUATIONS
1
2
3
4
5
6
7
By: Andang Prasetya
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Home
EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Do the following exercise correctly
4. A television was sold for Rp1,200,000.00. If
the trader made a loss of 20%, what was the
buying price of the television?
a. Rp960,000.00
b. Rp1,000,000.00
c. Rp1,440,000.00
d. Rp1,500,000.00
INTRODUCTION
EVALUATIONS
1
2
3
4
5
6
7
By: Andang Prasetya
Home
Home
EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Do the following exercise correctly
5. The gross weight of 8 boxes of sugar is 200
kg and its tare is 2%. What is the net weight
of each box of sugar?
a. 25.00 kg
b. 24.75 kg
c. 24.50 kg
d. 24.00 kg
INTRODUCTION
EVALUATIONS
1
2
3
4
5
6
7
By: Andang Prasetya
Home
Home
EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Do the following exercise correctly
6. A shop gives a discount 10%. After the
discount, the price of a T-shirt is
Rp45,000.00. What is the price of T-shirt
before the discount?
a. Rp50,000.00
b. Rp49,500.00
c. Rp40,500.00
d. Rp40,000.00
INTRODUCTION
EVALUATIONS
1
2
3
4
5
6
7
By: Andang Prasetya
Home
Home
EVALUATIONS
EVALUATIONS
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
Do the following exercise correctly
7. Mr. Jhon saves Rp2,500,000.00 at a bank.
The bank gives an interest rate of 16% per
year. After 3 months, how much money does
Mr. Jhon save?
a. Rp2,550,000.00
b. Rp2,600.000.00
c. Rp2,800,000.00
d. Rp2,900,000.00
INTRODUCTION
PROFIT AND
LOSS
DISCOUNT,
GROSS, TARE,
AND NET
SAVING
INTEREST AND
TAX
...The End...
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