Question

without calculating it how to figure out which expression is greater (3/8) * (1-(1/3)) or (1-(1/3)/2

Answer 1

Answer:

please ask from google

Answer 2

Step-by-step explanation:

I believe your Question was,

"Without calculating it, how to figure out which expression is greater (3/8) × (1 - (1/3)) or

(3/8) × (1 - (1/3))/2."

Here,

If you closely observe, they are both the same numbers but in the 2nd multiplication it is halved.

See when a number is multiplied with another number, it will be always greater than half the number multiplied by the same another number

For ex:-

Let (3/8) = A and (1 - (1/3)) = B

So, (1 - (1/3))/2 = B/2

Now,

A × B = AB

and

A × B/2 = AB/2

Here, we can clearly say that, AB > AB/2

Thus, (3/8) × (1 - (1/3)) will be greater than

(3/8) × (1 - (1/3))/2.

Hope it helped and you understood it........All the best