If a=√32,thenthevalueof(√1+a+√1−a) is
3
((√3+1) + (√3+ 1))/2 = √3
If x=3+2√2,thenthevalueof(√x+1√x) is:
The value of 'a' for which the function f(x) = a sin x + 13 sin 3x has an extremum at x = π3 is
If the derivative of the function f(x)={bx2+ax+4; x≥−1ax2+b; x<−1′ is continuous everywhere. Then