Question

find the product of 4567×99 using suitable property​

Answer 1

Answer:

452133

Step-by-step explanation:

(100-99=1)

4567×100-4567×1

=456700-- 4567

= 452133.

Answer 2

Step-by-step explanation:

Given: 4567×99

To find: Find the product of using suitable property.

Solution:

Tip: Distributive property:

a×(b±c)=a×b±a×c

To find the product using suitable property, convert 99 as 100-1

Thus,

$4567 \times 99 = 4567 \times (100 - 1)$

Thus, by distributive property it can be solved.

or

$4567 \times 99 = 4567 \times 100 - 4567 \times 1$

or

$4567 \times 99 = 456700 - 4567$

or

$4567 \times 99 = 452133$

Final answer:

$\bold{\red{4567 \times 99 = 452133}}$

Hope it helps you.

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