can anyone please help? the revenue from selling x units of a product at a price of p dollars per unit is given by xp. For a particular commodity, the revenue is R=800x-0.25x^2 Factor the expression for the revenue and determine an expression for the price in terms of x.
help :O
R=-0.25x^2+800x R=-0.25x(x-32) This will be the factored expression.
1 sec,
u sure brah, that looks like an 8 not an 800...
\[R=5x(40-0.5x)\]
I think that is better.
is that the expression for x?
its says to check the syntax of my response
Its the expression in terms of x, as your question states, yes.
According to the problem, it is an 800: R=800x-0.25x^2 40*5 only equals 200. And 5*0.5 equals 2.5.. This is not factoring... R=xp R=-0.25x^2+800x -0.25x(x-32) = xp Do you get it? Now solve for P.
i dont get it
So you/I have factored out R=-0.25x^2+800x to be R=-0.25x(x-32). Do you get this step? The problem is asking you to find "the price in terms of x". Your problem tells you that "the revenue from selling x units of a product at a price of p dollars per unit is given by xp". This means R (the revenue) = x*p You also know that R=-0.25x(x-32) (from your factored equation) and R=x*p Since these 2 equations both equal R, that means they must be equal to each other. So, -0.25x(x-32) = xp. You want to solve for P. -0.25x(x-32) = xp Divide both sides by x. -0.25(x-32) = P This is the answer for the problem. You can distribute the -0.25 to the x and -32 if you want.
help me
ohhhhhh i see now
Wait, I think there might be an error.
-0.25(x-3200)
i think so :P
-0.25x(x-3200) is the correct factored form... So replace -0.25x(x-32) with -0.25x(x-3200). Sorry about that.
-0.25(x-3200) = P
would i write that as P=(-0.25x)800???
P = -0.25x+800
it keeps saying check for the syntax of your responce D:
What are you doing with it? Is this for online school?
wouldnt it be -0.25x^2
yeah
You already canceled out the x when you tried to get P alone.
so how should i type it in?
It's asking for 2 things. 1) R = -0.25x(x-3200) 2) P = -0.25x+800
let me try it
i give up
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