Mary saved $44. On Thursday, she spent $7 of her savings. what ratio represents the portion of her total savings that she still has?

Question

Mary saved $44. On Thursday, she spent $7 of her savings. what ratio represents the portion of her total savings that she still has?

I know she has $37 left but I don't understand what ratio it would be.

Answer 1

To find the ratio that represents the portion of Mary's total savings that she still has, we need to compare the amount she has left to her initial savings.

First, let's represent Mary's initial savings as a whole value, which is $44.

Next, subtract the amount she spent, which is $7, from her initial savings:
$44 - $7 = $37

So Mary now has $37 left out of her initial savings of $44.

To represent this as a ratio, we can write it as:

$37 : $44

Simplifying this ratio, we can divide both values by their common factor of 11:

$37 ÷ 11 : $44 ÷ 11
= $3.36 : $4

Therefore, the ratio representing the portion of Mary's total savings that she still has is 3.36:4 or simplified as 3:4.

Mary saved $44. On Thursday, she spent $7 of her savings. what ratio represents the portion of her total savings that she still has?

37/44

To find the ratio that represents the portion of Mary's total savings that she still has, we need to compare the amount she has left to her initial savings.