Answer to: Integrate: \\ \int \dfrac{\ln\sqrt{1 + x^2}}{x}dx By signing up, you'll get thousands of step-by-step solutions to your homework...
Answer to: Prove that 1/x is the derivative of ln x. By signing up, you'll get thousands of step-by-step solutions to your homework questions. You...
Use the midpoint rule with the given value of n to approximate the integral. round the answer to four decimal places. integral 0 to \frac{\pi}{2} 2 cos^3(x)dx, n=4 M4=? Use the Midpoint Rule with the given valu...
Answer to: Integrate. \\ \int \frac{dx}{x \ln x} :use u = \ln x By signing up, you'll get thousands of step-by-step solutions to your homework...
Question: f(x)=sin2xlnx2 (1,0) Product Rule of Derivative at Point: For the 1st derivative of the product of sine trigonometric and logarithmic functions, we'll substitute the given function and their respective derivatives in the general formula of the product rule. After that,...
Use u− substitution to evaluate A=∫0∞xf(x)dx . what does A represents? Write your answer as a complete sentence. Integration by Parts: The integration by parts is a method used in the integration process to evaluate the value of the...
Solve eln(sinx)=1 in the interval [0,2π). Trigonometric Functions: The trigonometric functions can also be represented in the exponential form, or to the power of some variable or constants. Then we will either equate the powers or use simplification methods to solve for the argumen...
Answer to: Find y' for x = \ln y. (a) y' = \dfrac{1}{y} (b) y' = \dfrac{x}{y} (c) y' = xy (d) y' = y By signing up, you'll get thousands of...
What is the derivative off(x)=xln(x)? Question: What is the derivative off(x)=xln(x)? Differentiation This question is from the differentiation and we have to find out the first-order derivative of the given function. We will use the product rule to solve this. The product rule is gi...
What is the derivative of(x2sec5(x))all overln(x)? Question: (x2sec5(x)) ln(x) Differentiation Rules: When we a function that seems to be too complicated, we must always remember to find the derivative of the function with the help of the fundamental rules. S...