Question

(-12)×(-12)×40

pls solve

Answer 1

✦ Given that

• (-12) × (-12) × 40

✦ We need to find

• The value of the expression

`\longleftrightarrow\rm{(-12)\cdot(-12)\cdot40}`

`\longleftrightarrow\rm{144\cdot40}`

`\longleftrightarrow\rm{5670}`

Therefore the value of the expression = 5670

Answer 2

The expression evaluates to :

↬ 5, 760

Solution:

The key to the problem is that a negative times a negative always makes a positive,

So I solve

`\sf{(-12) * (-12) * 40}`

`\sf{-12*(-12)}=\bold{144}`

`\sf{144 * 40}`

Multiply the two numbers to get:

`\boxed{\sf{5,760}}`

Hence, the answer is 5,760