If f is a function from R to R satisfying the property given in the attachment, for all x belongs to R, then find the period of f(x).....

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Aditya Gupta · Answer

put 2x+3=y then f(y)+f(y+4)=2 replace y by y+4 so f(y+4)+f(y+8)=2 subtract both eqns f(y) = f(y+8) so period is 8

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If f is a function from R to R satisfying the property given in the attachment, for all x belongs to R, then find the period of f(x).....

If f is a function from R to R satisfying the property given in the attachment, for all x belongs to R, then find the period of f(x).....

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If f is a function from R to R satisfying the property given in the attachment, for all x belongs to R, then find the period of f(x).....

If f is a function from R to R satisfying the property given in the attachment, for all x belongs to R, then find the period of f(x).....

1 Answers

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