Solve -24- 102 using distributive law-

Distributive property of multiplication over addition states that a × nbsp;(b + c) = (a × nbsp;b) + (a × nbsp;c) So, nbsp; 24 × nbsp;102 = 24 × nbsp ...

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Standard VII

Mathematics

Multiplication of Integers

Solve -24× 10...

Question

$Solve (- 24 \times 102) using distributive law.$

-2508

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-2458

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-2238

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-2448

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Solution

The correct option is D -2448
Distributive property of multiplication over addition states that
$a \times (b + c) = (a \times b) + (a \times c)$

So, $- 24 \times 102$
$= - 24 \times (100 + 2)$
$= (- 24 \times 100) + (- 24 \times 2)$
$= - 2400 + (- 48)$
$= - 2448$

Suggest Corrections

Solve (−24×102) using distributive law.

The correct option is D -2448Distributive property of multiplication over addition states that a×(b+c)=(a×b)+(a×c) So, −24×102 =−24×(100+2) =(−24×100)+(−24×2) =−2400+(−48) =−2448

$Solve (- 24 \times 102) using distributive law.$

The correct option is D -2448
Distributive property of multiplication over addition states that
$a \times (b + c) = (a \times b) + (a \times c)$

So, $- 24 \times 102$
$= - 24 \times (100 + 2)$
$= (- 24 \times 100) + (- 24 \times 2)$
$= - 2400 + (- 48)$
$= - 2448$