Question

If f =HCF of (75,101)then find integers value for p and q such that can be expressed as f= 75p +101q.Also prove that this expression is not unique.

Answer 1

Answer:

hcf to nikal liya 1

Step-by-step explanation:

now 75p+101q=1

# if p and q are varies in linear term

suppose x and y then equation we have solve

75x+101y=1.

draw graph you get

only give single value

# if it varies as x^2 or y^2 then

it varies like circle

two value exist

note: in other words we

cannot get single value

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