The price per unit p and the demand x for a particular material are related by the linear equation p=140-7/8x, while the supply is given by the linear equation p=7/8x. At what value of p does supply...
The price per unit p and the demand x for a particular material are related by the linear equation p=140-7/8x, while the supply is given by the linear equation p=7/8x. At what value of p does supply...
point (-3,7) slope 4 (A) y-7=4(x-3) (B) y-7=4(x+3) (C) y+7=4(x+3) (D) y+7=4x-12
Here's what the hexagon looks like on my worksheet, just in case. http://imgur.com/5YxRcMf And I still don't quite understand how to find the length of the side labeled x.
I know there's supposed to be a variable, but I don't know how to create the equation.
State the period, amplitude, and mid-line of y = 7 sin(4(t + 7)) − 8
Solve: 2/(x-1) - 1/2 = 4/(x^2-1)
x^(2/3) + 2 = 3x^ (1/3)
y=3x 5x+2y=44
Basically, I have this equation... 60 = 400(0.85)x ...And I need to solve for 'x'. So far, what I'm thinking is that I need to divide both sides by 400, but I haven't...
1) Solve the following equations using inverse operations. i) 3x-7=7+x ii) 3[(6x-2)/4 (Separate)+ 1 ] = 33 2) A cylindrical (cylinder) water tank of diameter 2.2m...
1) Solve the following equations using inverse operations. i) 3x-7=7+x ii) 3[(6x-2)/4 (Separate)+ 1 ] = 33 2) A cylindrical (cylinder) water tank of diameter 2.2m...
The question is for advanced math If x,y and z satisfy xy=1 yz=2 and xz=3 what is the value of x^2+y^2+z^2 express your answer as a common fraction.
a.no solution b.infinitely many solutions c.x = 0 d.x = -7
60 inches of plastic are folded to make a picture frame. The height of the finished frame is 6 inches how long is the picture frame?
3b+b/2-2=180 what does B equal?
The formula for finding the perimeter of a rectangle is P=2L+2W
jasmine buys 2.25 kg of apples for $11.25. how much does 1 kg of apples cost?
Solve the following equations or indicate that no solution exists. Thank you!
Serena owns 6 more than twice as many CDs as Sam. Serena owns 40 CDs. Write an equation to model this situation. Identify what the variable represents.
A company's monthly cost C, in dollars, for storing X surplus units of a product is C=1200+2.15X. What is the number of surplus units that can be stored for a monthly cost of $3200?