Question

FIND 2 numbers that are greater than 0.6 and less than 3/4 the first number (x) must be a fraction and the second number (y) must be a decimal.
which number is larger explain why
what number is exactly halfway between 0.6 and 3/4.explain how you determined this

Answer 1

@sweetsunray

Answer 2

@Satan 

Answer 3

In decimals, 3/4 is 0.75.

So look for numbers between 0.60 and 0.75.

Answer 4

To find the exact number in between them, make them fractions, \(0.6=\frac{3}{5}\) and as you know \(0.75=\frac{3}{4}\) and then add them, and multiply by \(\frac{1}{2}\)

Answer 5

were you answering the second question where i asked is exactly half way between 0.6

Answer 6

Yes, do you understand what to do or do you need me to walk you through it?

Answer 7

i need you to walk me through finding the 2 numbers greater than 0.6 and less than 3/4

Answer 8

Well look at the numbers: \(\Large 0.6\) and \(\Large 0.75\), what numbers are between it?

Answer 9

Think of it in terms of money if it helps. What is more than 60 cents but less than 75 cents?

Answer 10

Is 50 cents more than 60 cents?

Answer 11

know um a 1.00

Answer 12

That's bigger than 75 cents :P

Answer 13

Here, I'll help ya out:
In terms of 5's: Between .60 and .75 are .65, and 0.7

Answer 14

so the answer was 65

Answer 15

So your two numbers can be
0.65 and 0.7. You can change 0.7 into a fraction easily, since you need one as a fraction:

So use x as \(\Large \frac{7}{10}\) and y as 0.65 for your decimal.

Answer 16

ohhhh i get it now thanks fro your help

Answer 17

Anytime :)