Question

784÷14+598÷13+?=99% of 2500

Answer 1

Answer:

2373

Reason:

784÷14+598÷13+X=(99/100) ×2500

56+46+X=0.99×2500

102+X=2475

X=2475-102

X=2373.

Answer 2

The missing term is 2,373.

Given:

784÷14+598÷13+?=99% of 2500

To find:

The missing term

Solution:

Let the missing term be X,

The given equation becomes-

784÷14+598÷13+X=99% of 2500

We will use the concept of BODMAS and solve the given equation by dividing, multiplying, adding and then subtracting terms.

So, on solving, we get

784/14+598/13+X=99/100×2500

56+46+X=99×25

102+X=2475

X=2475-102

X=2373

Therefore, the missing term is 2,373.