For the data below:
year, x ----------------number of ecectically filed tax returns, z (in millions)
1995, 0 ----------------11.807( There are no negative I just used --to space)
1997, 2 ------------
1.)2x(5x/2-2x/5)
2.)Solve for x: 2x+3y=81
3x-6y=-57
3.)Find the length of the diagonal, to the nearest tenth of an inch, of a rectangle piece of paper that measures 8 1/2 by 11 inches.
4.)Given t
I need to re-express the term,
(z - r)^(-2)
so one over (z - r) squared, where r is a positive real number and z is a complex variable.
into multiple fractions of the form:
A(z - a)^(-1) + B(z - b
Angelo kayaks 20 km upstream in 3 hr and returns in 1.5 hr. How fast is the stream flowing and how fast does Angelo paddle in still water?-x – speed of Angelo
y – speed of the stream
Equations:
20
Find y if x^y=y^x
The answer is:(lny-(y/x))/(lnx-(x/y))
How does this happen?-Take log on both sides
y lnx = x lny
y lnx + y/x = lny +xy/y
y (lnx - x/y ) = lny - y/x
Thus y = (lny-(y/x))/(lnx-(x/
I dont know to do this, I only have a few days pleas help.
Solve each of the following equations for 0° ≤ θ
1.) 2 cos θ = 1
2.) (tan θ + 1) (sec θ – 1/2) = 0
3.)sin2 θ + 3 sin θ + 2 = 0
4.) sin
A farmer uses 60m of fencing to make three sides of a rectangle sheep pen.The fourth side of the pen is a wall.Work out the length of the shorter sides of the pen if the area enclosed is 448m squared.
wow peachy perfect way to take my answer !! Go recharge your batteries!-Ok, now double it, add 8, half it, and take away the number you first started with..........
Your answer is ............. 4 !!!
please help me with these problems. i have no idea how to solve these. thanks
1) http://www.flickr.com/photos/41386616@N06/5834091246/in/photostream
Solve for AB
2) http://www.flickr.com/photos/413
The minimum is when the rectangle is square, A = s^2. Since you have the area, you know what the side length is, and therefore what the perimeter is.-Short answer: the minimum perimeter of a rectangle
Thanks =)-Note that the differential in the numerator names the function, and the differential in the denominator names the variable, thus this is equivalent to the second derivative of T(x).
T(x) +
g(x)=(e^x)/(1+2e^x)
The answer is:
ln(x/(1-2x))
How?-You essentially have y = (e^x)/(1+2e^x).
To find the inverse, you switch the x and y and solve for y.
Switching x and y gives you
x = (e^y)/