Express

I just copied the answers from http://www.chegg.com/homework-help/calculus-for-scientists-and-engineers-1st-edition-chapter-6.8-problem-5e-solution-9780321849212Solve the following

Calculator.Solve the following equation.

Calculator.Find for the function

Just use the calculator to solve for the derivative.

Find the derivative of the following function.

Just calculator.Evaluate the following integral.

Just calculator. Remember to add the constant.Evaluate the integral.

Calculator.Use the general power rule

Calculator.Use the general power rule

Use the calculator, solve derivative.Only include the part without in front of the parentheses.

Find the derivative of the following

Use the calculator to solve the derivative. Thats part 1 answer.Next, plug that into wolfram and add where x=e/9 to solve part two.Evaluate the derivative of the following function.

I used the calculator. First try offered a wrong answer, even though probably right.

Evaluate the derivative of the following function.

Copy the answer exactly, even with the negative two out front. The only thing that changes is the 5x. Whatever question you get, switch it in all spots.Find an equation of the line tangent to the following

I just chose the longest one. It was right twice.

Calculate the derivative.

Just calculated.Sketch the graph

Just use the calculator graph function. Notice in the homework graphs, the dotted blue line is the first function and the red is second. Part 3 may have been technically wrong.Calculate the derivative of the following

1. Just use the calculator to solve the derivative. Thats part 1 answer.2. Second, just copy the answer layout, but switch the number in the answer from whatever the number was in part 1.3. Answer is YES.

Use the properties of logarithms to

1. Solve the function with the derivative part of the calculator.2. Now, all you really need to swap is the x+? part. All else should be the same.

Compute the derivative. Use logarithmic

Calculator.Evaluate the following integral.

Dont forget the constant.Find the higher-order derivative.

Just rearrange the problem like shown.The accompanying table shows the time

Part A: Use the equation given in the problem and plug in a. Solve for the number of minutes, then transform into seconds (I used google). T=10*2^-0.274aFairly easy instructions. Be mindful on the second part if you have to round to -30.1545 .. It messes up. Type in 154.If you get this, follow instructions from PDF #06 in folder 7.3