Is 5 a prime number or composite number neither prime nor composite, or both prime and composite:

Answers

Answer 1
Answer: prime number because nothing equals 5 but 5 so 5×1. So 5 is a prime number
Answer 2
Answer: 5 is a prime number, itself and 1 
1x5=5
5x1=5

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John and Nathan share a reward of $140 in a ratio of 2:5. What fraction of totalreward does John get?

Answers

Answer:

2/7

Step-by-step explanation

2+5 = 7

Fraction that goes to John = 2/7 of $140

Fraction that goes to Nathan = 5/7 of $140

The perimeter of a rectangle is 222 millimeters.If the length of the rectangle 60 millimeters,what is the width of the rectangle?

Answers

W = (2)/(222-(60 x 2))
W = (2)/(222-120)
W = (2)/(102)
W = 51

Show me 475 in expanded form

Answers

400+70+5 because 400 is in the hundreds place and 70 in the tens place while 5 is in the ones place.
400+90+0+5 is the answer

4/7 = x+3/21A) x=9
B) x=15
C) x= 33 3/4
D) x=91

-
Would it be A??

Answers

4/7 = 12/21
12/21 = x + 3/21
9/21 = x
Hope this helped!!

The answer is A x=94/7=x+3/21So yes it would be A

every three days Seth goes to the grocery store every brain goes to the store every 5 days what day will they both go

Answers

If seth goes every three days and Brian im assuming is the name.Goes every five days then they will both go on day 15
Just multiply 3x5 which is 15

Identify the two-dimensional shape of the cross section if a cube is sliced horizontally. Then identify the two-dimensional shape of the cross section ifa cube is sliced vertically.
Explain why the shape are the same or different

Answers

[see the pictures attached for a better understanding !]

Horizontal cross section : we get a square in the horizontal plane, its side is the same as the cube's.

Vertical cross section : we get a square in the vertical plane, its side is the same as the cube's.

Hence, the two shapes are the same (two squares with same sides are the same)

-- First of all, you haven't specified how the cube itself is situated. 
That would make a difference.
Is it sitting flat on one of its faces ? 
Standing on one vertex ?
Standing on one edge ?

-- If I assume that the cube is sitting on a level, horizontal table, flat
on one of its faces parallel to the table and in contact with it, then ANY
slice that is parallel to any face, whether horizontal or vertical, reveals
a square cross section, congruent to any face of the cube.