Find the product using distributive property- 625 - 279-625 - 79

The correct option is A 125000We know that (a× b) (a× c)=a× (b c) [using distributive property] ⇒ 625 x 279 625 x 79 = 625 x ( 279 79 ) = 625 x 200 = 1 ...

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Standard VIII

Mathematics

Distributive Property of Multiplication

Find the prod...

Question

Find the product using distributive property.
625 x 279 - 625 x 79

120000

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125000

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130000

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135000

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Solution

The correct option is B
125000
We know that $(a \times b) - (a \times c) = a \times (b - c)$ [using distributive property]

$\Rightarrow$ (625 x 279) - (625 x 79)
= 625 x ( 279 - 79 )
= 625 x 200
= 125000

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Similar questions

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625 \times (- 35) + (- 625) \times 65

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Question 5(e)
Find the product, using suitable properties:
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Q. Find the following product by suitable arrangement.
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Question 2(d)

Find the product by suitable arrangement:

$625 \times 279 \times 16$

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Find the product using distributive property. 625 x 279 - 625 x 79

The correct option is B 125000We know that (a×b)−(a×c)=a×(b−c) [using distributive property] ⇒ (625 x 279) - (625 x 79) = 625 x ( 279 - 79 ) = 625 x 200 = 125000

Find the product using distributive property.
625 x 279 - 625 x 79

The correct option is B
125000
We know that $(a \times b) - (a \times c) = a \times (b - c)$ [using distributive property]

$\Rightarrow$ (625 x 279) - (625 x 79)
= 625 x ( 279 - 79 )
= 625 x 200
= 125000