MATHEMATICS
MIDDLE SCHOOL

on sale for $17 each. He has $80. What

inequality can you write to find the number

of shirts he can buy? Identify what your

variable represents.

Answer: I think its 66). If its not im not sure?

HIGH SCHOOL

Three fractions between 4/5 and 4/6

The three factions between and is .

Given that,

- The first fraction is .
- And, the second fraction is .

Based on the above information, the calculation is as follows:

The could be

And, the could be

So based on this,

The three fractions are

Therefore we can conclude that the three factions between and is .

Learn more: brainly.com/question/6201432

4/5=24/30 and 4/6=20/30 So three easy fractions between these are 21/30=7/10, 22/30=11/15 and 23/30.

MIDDLE SCHOOL

Name a number that is a rational number, but not an integer. Justify your answer!

Answer:

Step-by-step explanation:

An irrational number doesn’t repeat or end. Therefore, a rational number can be a number that repeats like 1.33333333333 or ends like 0.5

A rational number is a number that can be expressed as fraction while a integer is a whole number which is not expressed as a fraction. So any ration number is not an integer

HIGH SCHOOL

1. Round $4.678 to the nearest cent

a. $5.00

b. $4.70

c.$4.68

d.$4.00

The answer you are looking for is C. $4.68

The answer is C, you get this from knowing that a cent is one hundredth of a whole dollar. if you have .678 you can round this up to the nearest hundredth by seeing if the third decimal point is higher or lower and 5, if it is higher, you add one to the hundredth place, if it is lower, you keep the hundredth where it is. Since the thousandths place given is 8, you round up.

HIGH SCHOOL

For each pair of numbers, find a third whole number such that the three numbers form a pythagorean triple. 33,55

42,58

60,65

Answer:

Part 1) The third whole number is 44

Part 2) The third whole number is 40

Part 3) The third whole number is 25

Step-by-step explanation:

we know that

The Pythagoras theorem states that

In a right triangle

where

c is the greater length side

a and b are the legs

Case 1) we have

33,55

step a

Let

Find the value of c

------> is not a whole number

step b

Let

Find the value of b

Case 2) we have

42,58

step a

Let

Find the value of c

------> is not a whole number

step b

Let

Find the value of b

Case 3) we have

60,65

step a

Let

Find the value of c

------> is not a whole number

step b

Let

Find the value of b