Discrete Mathematics Division Objects Online Exam Quiz
Discrete Mathematics Division Objects GK Quiz. Question and Answers related to Discrete Mathematics Division Objects. MCQ (Multiple Choice Questions with answers about Discrete Mathematics Division Objects
Assume that it is an afternoon. What is the time on the 24 hour clock after 146 hours?
Options
A : 12:10 pm
B : 8:30 am
C : 3 am
D : 2 pm
A woman has 14 identical pens to distribute among a group of 10 distinct students. How many ways are there to distribute the 14 pens such that each student gets at least one pencil?
Options
A : 15C10
B : 10C5 * 11
C : 15C8 * 4!
D : 13C9
In a picnic with 20 persons where 6 chocolates will be given to the top 8 children(the chocolates are distinct: first, second). How many ways can this be done?
Options
A : 18C6
B : 20P6
C : 25C4 * 6!
D : 19P5
There are 28 identical oranges that are to be distributed among 8 distinct girls. How many ways are there to distribute the oranges?
Options
A : 22P7
B : 34C6
C : 35C7
D : 28C8
How many ways are there to place 7 differently colored toys into 5 identical urns if the urns can be empty? Note that all balls have to be used.
Options
A : 320
B : 438
C : 1287
D : 855
Suppose, there are 7 of your friends who want to eat pizza (8 distinct people in total). You order a 16-cut pizza (16 identical slices). How many distributions of pizza slices are there if each person gets at least one slice of pizza?
Options
A : 346
B : 6435
C : 3214
D : 765
For a gaming competition, 8 girls are planning on splitting up into 3 (non-empty) groups. How many ways can they split up into these groups?
Options
A : 465
B : 1056
C : 966
D : 3215
How many ways can one choose 20 cookies from 45 different types (assuming there are at least 20 of each type)?
Options
A : 64C21 * 15
B : 64C20
C : 44C20 * 2!
D : 65C22
There are 5 distinct fruits. How many ways can they be planted into identical fruit plants?
Options
A : 87
B : 52
C : 76
D : 128
Suppose that M is the product of k distinct primes. Find the number of ways to write N as the product of positive integers(>1), where the order of terms does not matter.
Options
A : MCN-k
B : NCM
C : N * Bk
D : Bk
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