Science, asked by Anonymous, 4 months ago

Find the least number that should be added to 36,516 so that the result is exactly divisible by 456..
a) 402
b) 4002
c) 420
d) 4200...
Please friends tell me this.....
Please correct answer with solution.....◉‿◉


amanpreetsingh93: hi
Simrankaur1025: Hnji
Manicpsycho68: yo
Anonymous: hi

Answers

Answered by Manicpsycho68
7

Answer:

 \large\purple{\underline{ᗩภรฬєг♬♬:}}

By using division algorithm:

************************************

Dividend = divisor × quotient +

remainder

***********************************************

According to the problem ,

Dividend = 36516

Divisor = 456

36516 = 456 × 80 + 36

To find the least number which

should be added to dividend

We use following rule :

least number = divisor - remainder

least number = 456 - 36 = 420

Therefore Required least number =

420

420 is the least number which should

be added to the 36516 so that the

new Dividend is exactly divisible by

456.

Verification:

***************

New dividend = 36516 + 420 = 36936

36936 = 456 × 81 + 0

Remainder = 0

36936 is exactly divisible by 456.

I hope this will useful to you.

******

 \large\boxed{ Answered \: by: \: ɱαղícթsվcհօ68}

Answered by Simrankaur1025
6

Explanation:

Answer:

\large\purple{\underline{ᗩภรฬєг♬♬:}}

ᗩภรฬєг♬♬:

By using division algorithm:

************************************

Dividend = divisor × quotient +

remainder

***********************************************

According to the problem ,

Dividend = 36516

Divisor = 456

36516 = 456 × 80 + 36

To find the least number which

should be added to dividend

We use following rule :

least number = divisor - remainder

least number = 456 - 36 = 420

Therefore Required least number =

420

420 is the least number which should

be added to the 36516 so that the

new Dividend is exactly divisible by

456.

Verification:

***************

New dividend = 36516 + 420 = 36936

36936 = 456 × 81 + 0

Remainder = 0

36936 is exactly divisible by 456.

I hope this will useful to you.

******

\large\boxed{ Answered \: by: \: ɱαղícթsվcհօ68}

Answeredby:ɱαղ

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cթsվcհօ68

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