Math, asked by avikasarkar123, 15 days ago

Find the greatest number of five digits which when divided by 16, 24, 30 & 36 will leave a remainder 10 in each case.​

Answers

Answered by pksinghp303
2

Answer:

Let  x  be the unknown number. 

Then  x-10  is divisible by  16,  24,  30 and  36, according to the condition. 

It implies that  x-10  is divisible by  ,    and  . 

Hence,  x-10  is divisible by  16*5*9 = 720. 

The greatest  5-digits number divided by  720  is  99360  (it is easy to check). 

It means that  x-10 = 99360. 

Hence,  x = 99370. 

Answered by harshitpro22
5

Answer:

Let x be the unknown number.

Then x-10 is divisible by 16, 24, 30 and 36, according to the condition.

It implies that x-10 is divisible by , and .

Hence, x-10 is divisible by 16*5*9 = 720.

The greatest 5-digits number divided by 720 is 99360 (it is easy to check).

It means that x-10 = 99360.

Hence, x = 99370.

Step-by-step explanation:

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