Name: _____________________________
Date: ____________
Unit 1 Assessment
Class: _______
MS 104
MATH
Unit 1 Assessment
Benchmark 1
Mathematics Assessment
Test Booklet
Grade 6
Math
BENCHMARK 1:UNIT ASSESSMENT 1 – NUMBER SYSTEM
1.)
351  9
Show your work:
2.)
364  12
Show your work:
2
Math
BENCHMARK 1:UNIT ASSESSMENT 1 – NUMBER SYSTEM
3.)
2244  8
Show your work:
4.)
4767  21
Show your work:
3
Math
BENCHMARK 1:UNIT ASSESSMENT 1 – NUMBER SYSTEM
5.)
Anne is connecting three garden hoses to make one longer hose. The green hose is
6.25 feet long, the orange hose is 5.755 feet long, and the black hose is 6.5 feet
long. What is the total length after all three hoses are connected?
Show your work:
6.)
Distance in space can be measured in astronomical units or AU. Jupiter is 5.19 AU
from the Sun. Pluto is 9.023 AU from the Sun. How much closer to the Sun is Jupiter
than Pluto?
Show your work:
4
Math
BENCHMARK 1:UNIT ASSESSMENT 1 – NUMBER SYSTEM
7.)
Alexis is buying new school clothes. The items she wants to buy add up to $132.50
before sales tax. Sales tax is calculated by multiplying the total amount by 0.08. What
is the amount of sales tax for the items?
Show your work:
8.)
Susan has 14.25 cups of cupcake batter. If each cupcake uses 0.75 cup of batter,
how many cupcakes can Susan make?
Show your work:
9.)
Ava wants to find the Greatest Common Factor of 32 and 12. She started by finding
the prime factorization of each number but then she forgot the next step. Below is
Ava’s work:
32 = 2 x 2 x 2 x 2 x 2
12 = 2 x 2 x 3
What should Ava do next to find the GCF of 32 and 12?
A.) Multiply 2 x 2
B.) Multiply 2 x 3
C.) Multiply 2 x 2 x 2 x 2
D.) Multiply 2 x 2 x 2 x 2 x 2 x 3
5
BENCHMARK 1:UNIT ASSESSMENT 1 – NUMBER SYSTEM
Math
10.)
Dale wants to find the Least Common Multiple of 6 and 10. Dale found the prime
factorization of each number.
6=2x3
10 = 2 x 5
Based on Dale’s work, what is the LCM of 6 and 8?
A.) 2
B.) 4
C.) 30
D.) 60
11.)
You’re having a cookout! At the store, hot dogs come in packages of 10. Buns come
in packages of 12. What is the smallest number packages of hot dogs you need to
buy if you want to buy the same number of hot dogs as buns?
A.) 2 packages
B.) 5 packages
C.) 6 packages
D.) 60 packages
12.)
The drama club is arranging seats for the school play. They sold 56 seats for the front
section and 70 tickets for the back section. If the students want to arrange the 126
seats into the fewest number of equal rows without mixing the sections, how many
rows will be in the front section?
A.) 4 rows
B.) 5 rows
C.) 14 rows
D.) 280 rows
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