The first computer is expected to depreciate $1,100 per year and the second $1,700 per year. Write a polynomial function that gives the value of the second computer after x years.

The first computer is expected to depreciate $1,100 per year and the second $1,700 per year. Write a polynomial function that gives the value of the second computer after x years.

I don't understand how to solve it.

A rectangle is 4 times as long as it is wide. If the area is 1600cm squared, what are the dimensions.

Answer be right and firm.

Answer to be right and exact

The number of roses sold since Monday at a flower store can be modeled by the function N(d)=6d+25 and the price per rose can be modeled by P(d)=0.02d2−0.04d+0.49, where d is the number of...

I need help figuring out how to find the sides lengths

Adding Polynomials

I'm having trouble trying to solve this problem. I know about special products but I don't know how to solve this. Please, help.

You are designing a rectangular rubber stamp. The length of the stamp is 2r+3. The width of the stamp is r-4.

Select the product of (7x - 4)(2x + 8). I have the answer of 14x^2+48x-32 is this correct?

Simone used a CAS to multiply 2n-5 by n^2+3n+6 to get 2*n^3+n^2-3*n-30 explain which multiplications were done and combined to get each term in the product

i dont know how to multiply polynomial and show work (9x+5)(3x-6)