Simpify the expression 5-25-

We can write 25 as a sum of 20 and 5 and then distribute 5 over both the numbers. 5×25= 5×(20 + 5) Use distributive law of multiplication to simplify the expre ...

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Standard VI

Mathematics

Distributive Property of Multiplication

Simpify the e...

Question

Simpify the expression $5 \times 25$ .

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Solution

We can write 25 as a sum of 20 and 5 and then distribute 5 over both the numbers.
$5 \times 25 = 5 \times (20 + 5)$

Use distributive law of multiplication to simplify the expression.
$5 \times 25 = (5 \times 20) + (5 \times 5)$
$= 100 + 25$
$= 125$

Hence, $5 \times 25 = 125$

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Simpify the expression 5×25.

We can write 25 as a sum of 20 and 5 and then distribute 5 over both the numbers. 5×25=5×(20+5) Use distributive law of multiplication to simplify the expression. 5×25=(5×20)+(5×5) =100+25 =125 Hence, 5×25=125

Simpify the expression $5 \times 25$ .

We can write 25 as a sum of 20 and 5 and then distribute 5 over both the numbers.
$5 \times 25 = 5 \times (20 + 5)$

Use distributive law of multiplication to simplify the expression.
$5 \times 25 = (5 \times 20) + (5 \times 5)$
$= 100 + 25$
$= 125$

Hence, $5 \times 25 = 125$