Question

Simplify using appropriate property of integers:8×49×(-125)

Answer 1

Given :

find the product using suitable properties 8x53x(-125)

Solution :

Solving by Associative Property

=> 8 x 53 x (-125).

=> 424 x (-125)

=> -53000

Associative Property:

a(bxc) = (axb)xc

=> 8 x 53 x (-125).

=> 8 x (-125 x 53)

=> 8 x (-6625)

=> -53000

Hence, The required answer is -53000

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Answer 2

Given: The expression $8*49*(-125)$is given.

To find: We need to simplify the expression $8*49*(-125)$ using an appropriate property.

Solution:

For the expression $8*49*(-125)$ we can use the associative property of integers.

The associative property of integers states:

$a * (b*c) = (a*b) * c$

Using the associative property,

$=a*(b*c)\\=8 * (49 * (-125))\\=8* (-6125)\\= -49000$

Using the other form,

$=(a*b)*c\\= (8*49)*-125\\= 392 * (-125)\\= -49000$

It is seen that the answer is the same for both cases of the associative property.

Final answer:

The final answer after simplifying the expression $8*49*(-125)$ is $-49000$.