Question

By suitable arrangements find the products
4 x 88 x 25
what's the answer?​

Answer 1

Answer:

(a):

2\times1768\times50

=\left(2\times50\right)\times1768

=\left(100\times1768\right)

=176800

Solution (b):

4\times166\times25

=\left(4\times25\right)\times166

=100\times166

=16600

Solution (c)

8\times125\times291

=\left(8\times125\right)\times291

=1000\times291

=291000

Solution(d):

625\times279\times16

=\left(625\times16\right)\times279

=10000\times279

=2790000

Solution (e):

285\times5\times60

=\left(5\times60\right)\times285

=300\times285

=85500

Solution(f):

125\times40\times8\times25

=\left(40\times25\right)\times\left(125\times8\right)

=1000\times1000

=1000000

Answer 2

Step-by-step explanation:

Solution:-

Given that : 4×88×25

It can be rearranged by commutative Property under multiplication as

4×25×88

= (4×25)×88

= 100×88

= 8800

or

4 × 88×25

= 88×4×25

= 88×(4×25)

= 88×100

= 8800

Answer :-

The value of 4×88×25 is 8800

Used Property:-

Commutative Property under multiplication

Let a and b be two positive integers, if a ×b = b×a is called Commutative Property under multiplication.