Question

Solve the equation:

function to integrate:sqrt(1+(2)^2)

lower limit:0.0
upper limit:0.5

Answer 1

\[\int\limits\limits_{0}^{0.5}\sqrt(1+(2)^2\]

Answer 2

Please also show steps thank you.

Answer 3

the integral of a constant (which this would be) is always just x times the constant. So this would be [xsqrt(1+4)] from 0 to 0.5.
at 0.5 it would be 0.5[sqrt(5)] - 0 or just 0.5[sqrt(5)]

Answer 4

Thanks, I get it now.

Answer 5

what is integral of (cos x) / x ?

Answer 6

what is integral of (cos x) / x ?