Math, asked by bhavnajain1194, 8 months ago

Find the largest number that divides 1989 and 967 and leaves a remainder 5 and 7 respectively.

Answers

Answered by anishprofessional
1

Answer:

It is given that on dividing 2053 by the required number there is a remainder of 5 .this mean that 2053 - 5 = 2048 is exactly divisible by required number . similarly,

967 - 7 = 960

the required number is the largest number satisfying the above property .

therefore ,it is the HCF of 2048 & 960

HCF of 2048 & 960 is 64

hence required number is 64

Step-by-step explanation:

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Answered by rosedawsonk
1

Answer:

64

Step-by-step explanation:

As it is saying the largest so we will take out of the Highest Common Factor or HCF.

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