Question

Writing expression for the calculation five times the difference of 29 and 14-11

Answer 1

Answer:

Therefore the required expression is

$5\times (x-y)$

Where

x = 29

y = 14 - 11

Step-by-step explanation:

Given:

Let denote, "29" by "x" and "(14 - 11 )" by "y"

So the difference is given as

$x-y$

According to the given condition,

five times the difference of "29" and "(14-11)"

$5\times (29- (14-11))$

Substituting  the variables we get the final Expression as

$5\times (x-y)$

Where

x = 29

y = 14 - 11

Also you can calculate it by re-substituting i.e,

$5\times (29 -(14-11)=5\times (29-14+11)=5\times 26=130$

Therefore the required expression is

$5\times (x-y)$

Where

x = 29

y = 14 - 11