Math, asked by plimbg, 11 months ago

Find the greatest number that will divide 76,112,172 and 184 so as to leave remainder 40 in each
case.​

Answers

Answered by sksurisso
6

Answer:

Step-by-step explanation:

3.6=36/1000=0.036

Answered by pinquancaro
14

The greatest number that will divide 76,112,172 and 184 so as to leave remainder 40 in each  case. is 12.

Step-by-step explanation:

To find : The greatest number that will divide 76,112,172 and 184 so as to leave remainder 40 in each  case?

Solution :

First we subtract number and remainder,

76-40=36

112-40=72

172-40=132

184-40=132

Now, the highest common factor of 36, 72, 132, 144 is

36=2^2\times3^2

72=2^3\times3^2

132=2^2\times3\times11

144=2^4\times3^2

The H.C.F of 36,72,132,144 is 2\times 2\times 3=12

The greatest number that will divide 76,112,172 and 184 so as to leave remainder 40 in each  case. is 12.

#Learn more

Find the greatest number that will divide 76,112,172 and 184 so as to leave remainder 40 in each  case​

https://brainly.in/question/13480172

Similar questions