Question

Find the great number of five digits which on dividing by 8,16,24,36 and 48 leaves remainder 3 in each case
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Answer 1

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Find the great number of five digits which on dividing by 8,16,24,36 and 48 leaves remainder 3 in each case

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Given:-

• Numbers:- 8,16,24,36 and 48

To Find:-

• Find the great number of five digits which on dividing by the numbers given.
• Remainder:- 3

Solution:-

• LCM of 8, 16, 24, 36, 48 = 144

• Greatest 5 digit number = 99999

$\large\implies \mathtt{ \frac{99999}{144} = 63}$

• So to get greatest numbe which is divisible 99999 - 63 = 99936

• Now we need the number which leaves 3 as reminder so,
• $\implies \mathtt{99936 + 3 = 99939}$
• $\large{ \boxed{ { \sf{ \pink{So, 99939 \: is \: the \: greatest \: 5 \: digit \: number. }}}}}</li><li></li><li>$

Answer 2

Answer:

Maine

same question solve Kiya h please aap ekk bar Dekh lena answer m okkk

Maybe aapko help mil jaye