What is the derivative of rπx+q*sin(w)?
w, q, r are constants. Solve with respect to x.-d (r π x+q*sin(w)) / dx =
r π
since +qsinw is a constant not a coefficient of x.-Step 1, split this into two de
Consider two candles. One candle takes 6 hours to burn entirely, and the other burns entirely in 9 hours. The candles were lit at the same time and were the same height when lit. After how many hours
An educational foundation has been o ered a donation that will fund a scholarship
for two years. Therst scholarship award of $18,000 will be paid one year from today. The second
scholarship award of $
for example, how would u solve, y cubed = 40....i want to know how to solve it step by step, not using a calculator to use cubic root....THANKS-y³ = 40
y = 40^(1/3)
y = 2∙5^(1/3)
The answer in exact
Your underground used-book business is booming. Your policy is to sell all used versions of Calculus and You at the same price (regardless of condition). When you set the price at $10, sales amounted
A cashier found that he was often asked to give change for a dollar to people who had made no purchases but wanted 20 cents for a telephone call. He started thinking one day about the number of ways h
How do I solve/find the X value step by step of the equation in the website:
http://www.wolframalpha.com/input/?i=%281%2Fsqrt%28-x%29%29-%288%2Fx%5E2%29%3D0-1 / sqrt(-x) - 8/x^2 = 0
Move the second
Hi,
I am really angry about why one should divide Circumference by Diameter to get Pi.
Please let me know the reason and also any links.
I will choose the best answer-One can think of it another wa
please help
so confused! and please solve algebraically-e to the x is the opposite lf lnx ( Natural log)
e to the ln(x) = x
in(2in(3in(x))) =? = y
e^ both sides
(2in(3in(x))) = e^y then divide both si
v=4/sqrt(pi)*((M/2RT)^(3/2))*(Integral of (v^3)(e^(-Mv^2/2RT)) from 0 to infinity)
Prove v=sqrt(8RT/piM)-u = Mv^2 / (2RT) ---> v^2 = (2RT/M) u
(RT/M)du = v dv
v^3 dv = v^2 v dv =(2RT/M) u (RT/M)du=
For a function, can the number of elements in the range be greater than the number of elements in the domain ?
Are either of these statements true or false ? All relations are functions. All function
Me and nine friends have decided to go on a camping trip for a few days. There is a $50 budget per day for activities. One of the days we will rent tubes and canoes to explore a river. Tube rental is
A potential energy function for a two-dimensional force is of the form U = (3x^2)y - 6x. Find the force that acts at the point (x, y). (Use x and y as appropriate.)
I know that:
F(x,y) = (-dU/dx, -dU
