Question

Which of the following cannot be written as
(-45)×108​

Answer 1

Answer:

The answer is -4860

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Answer 2

Note: The correct question must be -

Which of the following cannot be written as $(-45)\times 108$?

(A) $-45\times(100+8)$

(B) $(-45)\times 100+(-45)\times 8$

(C) $-45\times8+100$

(D) $(-40-5)\times108$

Explanation for correct option

C:

Step 1: Given data

$(-45)\times 108$ is not equal to ?

Given expression, $-45\times8+100$

Step 2: Evaluating the given expression

1. $(-45)\times 108=-4860$

2. $-45\times8+100$

  $-45\times8+100=-360+100=-260$

$-4860\neq -260$

Explanation for correct options

A:

Step 1: Given data

$(-45)\times 108$ is not equal to ?

Given expression, $-45\times(100+8)$

Step 2: Evaluating the given expression

1. $(-45)\times 108=-4860$

2. $-45\times(100+8)=-45\times(108)=-4860$

$-4860=-4860$

B:

Step 1: Given data

$(-45)\times 108$ is not equal to ?

Given expression,$(-45)\times 100+(-45)\times 8$

 Step 2: Evaluating the given expression 

1. $(-45)\times 108=-4860$

2. $(-45)\times 100+(-45)\times 8=-4500+(-360)=-4860$

$-4860=-4860$

D:

Step 1: Given data

$(-45)\times 108$ is not equal to ?

Given expression, $(-40-5)\times108$

Step 2: Evaluating the given expression 

1.$(-45)\times 108=-4860$

2. $(-40-5)\times108=(-45)\times 108=-4860$

$-4860=-4860$

Hence, option C is correct.

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