DANIEL R. AGUINALDO NATIONAL HIGH SCHOOL
Sto. Niño, Matina, Davao City
SY 2020-2021
MATHEMATICS 10
Name:______________________________________
Grade & Section:______________ Date:_________
DANIEL R. AGUINALDO NATIONAL HIGH SCHOOL
Sto. Niño, Matina, Davao City
SY 2020-2021
MATHEMATICS 10
Name:______________________________________
Grade & Section:______________ Date:_________
Quarter 3 – Module 3 – Summative Test
Quarter 3 – Module 3 – Summative Test
DIRECTION: Read and understand each item carefully.
Use the ZipGrade answer sheet at the back. Shade only
the letter of your choice for each question.
DIRECTION: Read and understand each item carefully.
Use the ZipGrade answer sheet at the back. Shade only
the letter of your choice for each question.
For numbers 1-3, tell whether each situation
denotes:
For numbers 1-3, tell whether each situation
denotes:
a. COMBINATION
c. PERMUTATION
b. DIFFERENTIATION d. PROBABILITY
a. COMBINATION
c. PERMUTATION
b. DIFFERENTIATION d. PROBABILITY
1.
Three girls, two boys and two teachers are to
be arranged in a row. How many different
arrangements are possible if the girls must stay
together, the boys must stay together, and the
teachers must stay together?
a. Combination
c. Permutation
b. Differentiation
d. Probability
2. In how many ways can 5 Math teachers be
selected to attend a convention for free from 8 male
and 6 female applicants if the group should have 3
men and 2 women?
a. Combination
c. Permutation
b. Differentiation
d. Probability
3. John, Peter, Mary and Anna ran in a race of 20
people. In how many different ways can they finish
the race if they won 1st, 2nd 3rd, and 4th ?
a. Combination
c. Permutation
b. Differentiation
d. Probability
1. Three girls, two boys and two teachers are to be
arranged in a row. How many different
arrangements are possible if the girls must stay
together, the boys must stay together, and the
teachers must stay together?
a. Combination
c. Permutation
b. Differentiation
d. Probability
2. In how many ways can 5 Math teachers be
selected to attend a convention for free from 8 male
and 6 female applicants if the group should have 3
men and 2 women?
a. Combination
c. Permutation
b. Differentiation
d. Probability
3. John, Peter, Mary and Anna ran in a race of 20
people. In how many different ways can they finish
the race if they won 1st, 2nd 3rd, and 4th ?
a. Combination
c. Permutation
b. Differentiation
d. Probability
4. Which of the following is NOT TRUE about
Combination?
a. Combinations
are
the
subsets
of
permutations
b. In combination, order of objects does not
matter.
c. Combination answers how many varied
arrangements can be created from a given
set of objects.
d. Combination implies unordered set of
pairing of values within specific criteria.
4. Which of the following is NOT TRUE about
Combination?
a. Combinations
are
the
subsets
of
permutations
b. In combination, order of objects does not
matter.
c. Combination answers how many varied
arrangements can be created from a given
set of objects.
d. Combination implies unordered set of
pairing of values within specific criteria.
5. In how many ways can the first, second, and third
place winners can be selected from 8 contestants?
a. 56
c. 540
b. 336
d. 624
5. In how many ways can the first, second, and third
place winners can be selected from 8 contestants?
a. 56
c. 540
b. 336
d. 624
6. An artwork is to use three different colors. There
are ten colors from which to choose? How many
different ways can the colors be chosen?
a. 120
c. 720
b. 360
d. 1000
6. An artwork is to use three different colors. There
are ten colors from which to choose? How many
different ways can the colors be chosen?
a. 120
c. 720
b. 360
d. 1000
7. There are twelve players in a basketball team; in
how many ways can the lineup of the first five be
chosen?
a. 950040
c. 892
b. 95040
d. 792
7. There are twelve players in a basketball team; in
how many ways can the lineup of the first five be
chosen?
a. 950040
c. 892
b. 95040
d. 792
8. Out of 7 consonants and 4 vowels, how many
words of 3 consonants and 2 vowels can be
formed?
a. 210
c. 24400
b. 21300
d. 25200
8. Out of 7 consonants and 4 vowels, how many
words of 3 consonants and 2 vowels can be
formed?
a. 210
c. 24400
b. 21300
d. 25200
For numbers 9 and 10.
A group of 10 people are going to join a contest.
For numbers 9 and 10.
A group of 10 people are going to coin a contest.
9. In how many ways can 5 people be chosen as
finalists?
a. 50
c. 252
b. 250
d. 30240
9. In how many ways can 5 people be chosen as
finalists?
a. 50
c. 252
b. 250
d. 30240
10. From the 5 finalists, in how many ways can the
first place, second place and third place be chosen?
a. 10
c. 120
b. 60
d. 720
10. From the 5 finalists, in how many ways can the
first place, second place and third place be chosen?
a. 10
c. 120
b. 60
d. 720
******HONESTY IS THE BEST POLICY******
******HONESTY IS THE BEST POLICY******
Quarter 3 Module 3
Summative Test
Quarter 3 Module 3
Summative Test