If f(x)=(x–1)/(x+1) ,then show that :a) f(1/x)= –f(x)b) f(–1/x)=

1.	If f(x)=(x–1)/(x+1) ,then show that :a) f(1/x)= –f(x)b) f(–1/x)= –1/f(x)
Answer» ANSWER: GIVEN that f(X) = (x - 1)/(x + 1) (i) f(1/x) = - f(x) (II) f(-1/x) = -1/f(x) READ more on Sarthaks.com - https://www.sarthaks.com/901170/if-f-x-x-1-x-1-then-show-that-i-f-1-x-f-x-ii-f-1-x-1-f-x

If f(x)=(x–1)/(x+1) ,then show that :a) f(1/x)= –f(x)b) f(–1/x)= –1/f(x)

Answer»

GIVEN that f(X) = (x - 1)/(x + 1) (i) f(1/x) = - f(x) (II) f(-1/x) = -1/f(x) READ more on Sarthaks.com - https://www.sarthaks.com/901170/if-f-x-x-1-x-1-then-show-that-i-f-1-x-f-x-ii-f-1-x-1-f-x

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If f(x)=(x–1)/(x+1) ,then show that :a) f(1/x)= –f(x)b) f(–1/x)= –1/f(x)​

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If f(x)=(x–1)/(x+1) ,then show that :a) f(1/x)= –f(x)b) f(–1/x)= –1/f(x)