Ask a New Question

Question

Evaluate the intergral root(xdx)....
Help plz show work...
9 years ago

Answers

Steve
sorry - you cannot do
∫√(x dx)

But, you can integrate

√x dx

since that is just x^(1/2) dx and the power rule gives you

x^(3/2)
-------------- = 2/3 x^(3/2) + C
3/2
9 years ago

Related Questions

1. evaluate exactly square root 100- square root64 = 10- 8 = 2 is this correct? 2. evaluate the exp... evaluate the intergral using substitution ingergral[(x^2-e^3x)/(x^3-e^3x)^2]dx Intergral square root of x sin(x) dx evaluate 2/2root 2+3 /root 2/2root 2-3 Evaluate the square root of 82.41*76.52 divided by 7.839 using logarithm tables Evaluate 99 root 2-1 Evaluate the square root of 0.000562 using logarithm table? Evaluate log 3 square root 100 Evaluate log ^3 square root 100 Evaluate log ^3square root 100
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use