a number when divided by 45 leaves remainder 30. if the number is divided by 5 the remainder must be
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Let’s assume a number is 75
75 is divide by 45 den remainder is 30 and
That same number 75 is divide by 5 den it is remainder is 00
It is trial & error method
75 is divide by 45 den remainder is 30 and
That same number 75 is divide by 5 den it is remainder is 00
It is trial & error method
Answered by
3
hye
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let the number be x
=>A number when divided by 45 leaves remainder 30.
let the quoteint be 10
=> x / 45 = remainder = 30
x = 45 *qoutient +30
=> 45 *10 +30
=>x = 470
if the number is divided by 5 then the remainder must be
=> 0 as w.k.t 45 is divisible by 5
so whatever the number might be the remainder when 5 is divide , the anser is 0
check
let the quotient be 11
=>45 *11 +30
=>525
=>525/5 = remander = 0
=>if quoteint is 99
=>45 *99 +30
=> 4485
so whatever the number might be ,the remainder by when 5 is divided , the remaninder is 0
= 4485/5 = remainder is 0
==============================
let the number be x
=>A number when divided by 45 leaves remainder 30.
let the quoteint be 10
=> x / 45 = remainder = 30
x = 45 *qoutient +30
=> 45 *10 +30
=>x = 470
if the number is divided by 5 then the remainder must be
=> 0 as w.k.t 45 is divisible by 5
so whatever the number might be the remainder when 5 is divide , the anser is 0
check
let the quotient be 11
=>45 *11 +30
=>525
=>525/5 = remander = 0
=>if quoteint is 99
=>45 *99 +30
=> 4485
so whatever the number might be ,the remainder by when 5 is divided , the remaninder is 0
= 4485/5 = remainder is 0
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