Math, asked by savithaanu40, 10 months ago

find the product of largest 4digit number and the largest 3 digit number using distributive law

please say me in a particular manner please

Answers

Answered by Anonymous

Answer:

9999 × 999

9999 × ( 1000-1)

9999000 - 9999

9989001

Answered by Mihir1001

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$Answer:$

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$\huge\boxed{\fcolorbox{red}{#ffdfff}{9989001}}$ is the correct product.

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$Step-by-step-explaination:$

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We have,

largest 4-digit number = 9999

largest 3-digit number = 999

Hence,

their product

$= 9999 \times 999$

$= (10000 - 1)(1000 - 1)$

$= (10000)(1000) + (10000)( - 1) + ( - 1)(1000) + ( - 1)( - 1)$

$= 10000000 - 10000 - 1000 + 1$

$= (10000000 + 1) - (10000 + 1000)$

$= (10000001) - (11000)$

$= 10000001 - 11000$

$= 9989001$

By using other methods too, we can get :

$9999 \times 999 = 9989001$

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