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If an = sqrt(7+ sqrt( 7+sqrt7+ ....... )...

If `a_n = sqrt(7+ sqrt( 7+sqrt7+ ....... )))` having n radical signs then by methods of mathematical induction which is true

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If a_(n)=sqrt(7+sqrt(7+sqrt(7)+......))) having n radical signs then by methods of mathematical induction which is true

If a_(n)=sqrt(7+sqrt(7+sqrt(7+.....))) having n radical signs then by method of mathematical induction which is true

sqrt7 - 3/5 sqrt7 + 2sqrt7

a) sqrt7 sqrt7 = b) sqrt7 + sqrt7 =

root(T)(7+sqrt(7-sqrt(7+sqrt(7-.........))))

sqrt(7sqrt(7sqrt(7...)))=(343)^(y-1) then y=