5. The school has case of 144 donut holes and a case of 24 milks. If these are divided evenly among the greatest number of students, how many students will get donut holes and milk? How many milks and donut holes will each student get?

Q: B125 32 44 5.

A:

Q: Evaluate  52C5

A: The given expression can be evaluated by using the combination formula:

Q: 21five - 13five

A: 21five=21×5 13five=13×5

Q: What is 16 times 123

A: To find:-  What is 16 times  123

Q: 158 + 199

A: topic - addition

Q: Evaluate  4 + 5 - 8

A: To evaluate (4+5-8).

Q: 27 dx 100+49e4z

A:

Q: 7x9x23x45x94z45

A:

Q: What is 60 plus 60

A: given that,   what is 60 plus 60?

Q: 2*4*6+5

A: We use bodmas rule to find value of expression  Bodmas: First solve brackets Then division Then…

Q: which expresion is equivalent to 8w + 12

A: Given expression  8w+12

Q: 1005- %3D31%5

A:

Q: 19+ 10 5.

A: Topic = Complex number

Q: 28+76

A:

Q: to 40 ーと。

A: Solving the above diagram.

Q: 2x+ 4ード dそdxy hーカハー

A: We need to integrate the given iterated tripple integral in order dzdxdy

Q: 1001four-32four

A: 1001 four - 32 four

Q: 3044x73683x278x2

A: We can find the simplified answer as below

Q: y 10 10 10

A:

Q: 2+98+928+28*628=

A:

Q: 10=

A: Given : (1) 102  (2) 103

Q: 2*103x-2 =8

A: on solving this we get

Q: 14

A:

Q: Evaluate 100P1

A: We will use the formula: nPr=n!(n-r)!

Q: what about b, thanks

A:

Q: what is 15w+45

A: Given:15w+45

Q: 81x68

A: To find  81*68

Q: 50 Isls²+25+4

A:

Q: 404;÷13;=

A: To solve the following problem

Q: 1193 divided by 3

A: We have to divide 1193 by3

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.