Find the greatest number that will divide 38 and 53 leaving a remainder of 8
Answers
Answered by
2
Answer:
15
Step-by-step explanation:
38÷15 = Quotient=2, Remainder=8
53÷15 = Quotient=3, Remainder=8
Hope this helps you.
Answered by
1
Greatest number which will divide 38 and 53 leaving a remainder of 8 will be equal to H.C.F of (38-8) and (53-8)
Now 38-8 = 30 , 53-8= 45
Now HCF of 30, 45 can be find by Euclid algorithm i.e a=bx +c
45= 30 x 1 + 15
30 = 15 x 2 + 0
Therefore HCF = 15
Therefore your answer is 15 , you can check it
Hope you understood, please mark me as brainiest answer if you understood, and please thank me , point badhana hai yrr help karde please
Now 38-8 = 30 , 53-8= 45
Now HCF of 30, 45 can be find by Euclid algorithm i.e a=bx +c
45= 30 x 1 + 15
30 = 15 x 2 + 0
Therefore HCF = 15
Therefore your answer is 15 , you can check it
Hope you understood, please mark me as brainiest answer if you understood, and please thank me , point badhana hai yrr help karde please
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