If a o =x, a n+1 =f(a n ), n=0,1,2...... find a n when (a)f(x)=sqrt(|x|) ans. |x|^(1/2^n) (b) f(x)=1/1-x ans. a n = x if n=3m, m{0,1,2…} =1/1-x if n=3m+1 =x-1/x if n=3m+2 Plz giv a hint..

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If a o =x, a n+1 =f(a n ), n=0,1,2...... find a n when (a)f(x)=sqrt(|x|) ans. |x|^(1/2^n) (b) f(x)=1/1-x ans. a n = x if n=3m, m{0,1,2&hellip;} =1/1-x if n=3m+1 =x-1/x if n=3m+2 Plz giv a hint..

Vikas TU · Answer

If a o =x, a n+1 =f(a n ), n=0,1,2...... then Rest i think U should try first! Plz Approve!

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If a o =x, a n+1 =f(a n ), n=0,1,2...... find a n when (a)f(x)=sqrt(|x|) ans. |x|^(1/2^n) (b) f(x)=1/1-x ans. a n = x if n=3m, m{0,1,2…} =1/1-x if n=3m+1 =x-1/x if n=3m+2 Plz giv a hint..

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If a o =x, a n+1 =f(a n ), n=0,1,2...... find a n when (a)f(x)=sqrt(|x|) ans. |x|^(1/2^n) (b) f(x)=1/1-x ans. a n = x if n=3m, m{0,1,2…} =1/1-x if n=3m+1 =x-1/x if n=3m+2 Plz giv a hint..

If ao=x, an+1=f(an), n=0,1,2...... find an when (a)f(x)=sqrt(|x|) ans. |x|^(1/2^n) (b) f(x)=1/1-x ans. an = x if n=3m, m{0,1,2…} =1/1-x if n=3m+1 =x-1/x if n=3m+2 Plz giv a hint..

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If a_o=x, a_n+1=f(a_n), n=0,1,2...... find a_n when

(a)f(x)=sqrt(|x|) ans. |x|^(1/2^n)

(b) f(x)=1/1-x ans. a_n= x if n=3m, m{0,1,2…}
=1/1-x if n=3m+1
=x-1/x if n=3m+2

Plz giv a hint..