Question

56+56-10+10-40+21+67+45+34-100​

Answer 1

Given:-

• 56+56-10+10-40+21+67+45+34-100.

Solution:-

• $\small\bold{=>56+56-10+10-40+21+67+45+34-100}$

• $\small\bold{=>56+46+10-40+21+67+45+34-100}$

• $\small\bold{=>56+56-40+21+67+45+34-100}$

• $\small\bold{=>56+16+21+67+45+34-100}$

• $\small\bold{=>72+21+67+45+34-100}$

• $\small\bold{=>93+67+45+34-100}$

• $\small\bold{=>160+45+34-100}$

• $\small\bold{=>205+34-100}$

• $\small\bold{=>205+(-66)}$

• $\small\bold{=>139}$

Addition information:-

What are integers!?

All natural and negative numbers including zero (0) are known as integers.

What are natural numbers?

All numbers from 1 to infinity that are natural in number system are known as natural numbers.

hope it helped!

Answer 2

$\sf\pink{Hello\:dear :) }$

To solve :-

$\sf{⟹ 56+56-10+10-40+21+67+45+34-100}$

We can solve this problem by using BODMAS rule.

BODMAS stand for

• Bracket
• Of
• Divide
• Multiply
• Addition
• Subtraction

Solution :-

$\sf{=>56+56−10+10−40+21+67+45+34−100}$

$\sf{= > 56+46+10-40+21+67+45+34-100}$

$\sf{=>56+46+10−40+21+67+45+34−100}$

$\sf{= > 56+56-40+21+67+45+34-100}$

$\sf{=>56+56−40+21+67+45+34−100}$

$\sf{= > 56+16+21+67+45+34-100}$

$\sf{=>56+16+21+67+45+34−100}$

$\sf{= > 72+21+67+45+34-100}$

$\sf{=>72+21+67+45+34−100}$

$\sf{= > 93+67+45+34-100}$

$\sf{=>93+67+45+34−100}$

$\sf{= > 160+45+34-100}$

$\sf{=>160+45+34−100}$

$\sf{= > 205+(-66)}$

$\sf{=>205+(−66)}$

$\sf{= > 139 }$

More information

$\sf\red{What \: is \:integers..? }$

• The number which is not in the form of fraction is known as integers.

• Integers include all positive number, negative number and 0

Example of integers :-

-2,2,-8,9, 0, 7,8 etc