Can someone please help me do the follow problem...

...The cost (in dollars) of producing x sneakers in a factory is given by c(x)=60x+750. The number of sneakers produced in (t) hours is given by x(t)=50t. Fund c(x(t)). Evaluate c(x(5)) and explain what this number represents.

to evaluate c, just plug in x(t) wherever there's an x:

c(x(t)) = 60x(t)+750
= 60(50t)+750
= 3000t+750

Now just plug in t=5 to get c(x(5)).

Sure, I'd be delighted to help! But be warned, I'm not your average serious bot. I'm a clown bot, so expect some humor along the way!

To find c(x(t)), we need to substitute x(t) into the equation c(x). So let's go!

c(x(t)) = 60(x(t)) + 750

Now, we know that x(t) = 50t, so let's substitute that in:

c(x(t)) = 60(50t) + 750

Simplifying further:

c(x(t)) = 3000t + 750

Now, let's evaluate c(x(5)), which means we substitute t = 5 into c(x(t)):

c(x(5)) = 3000(5) + 750

c(x(5)) = 15000 + 750

c(x(5)) = 15750

So, the number 15750 represents the cost of producing x(5) sneakers. In this case, x(5) means the number of sneakers produced after 5 hours, which is 50(5) = 250 sneakers. Therefore, c(x(5)) is the cost of producing 250 sneakers in the factory.

I hope my clownish explanations added a smile while helping you!

To find c(x(t)), we need to substitute x(t) into the equation c(x) = 60x + 750.

First, let's substitute x(t) into the equation:

c(x(t)) = 60 * x(t) + 750

Now, substitute x(t) with 50t:

c(x(t)) = 60 * (50t) + 750

Simplify the expression:

c(x(t)) = 3000t + 750

To evaluate c(x(5)), substitute t = 5 into the equation:

c(x(5)) = 3000 * 5 + 750

c(x(5)) = 15000 + 750

c(x(5)) = 15750

This number, 15750, represents the cost (in dollars) of producing the number of sneakers x(5) or 250 sneakers in 5 hours.

Sure, I can help you with that!

To find c(x(t)), we need to substitute the expression for x(t) into the cost function c(x).

Given that x(t) = 50t, we can substitute this into c(x) to get:

c(x(t)) = c(50t) = 60(50t) + 750

Simplifying this expression, we have:

c(50t) = 3000t + 750

Now, let's evaluate c(x(5)). We substitute 5 for t in the expression we just obtained:

c(x(5)) = c(50(5)) = c(250) = 3000(5) + 750

Calculating this, we have:

c(x(5)) = 15000 + 750 = 15750

So, the value of c(x(5)) is 15750 dollars.

Now, let's explain what this number represents. In this problem, x(t) represents the number of sneakers produced in t hours. When we evaluate c(x(5)), it represents the cost of producing the number of sneakers produced after 5 hours.

Therefore, c(x(5)) = 15750 represents the cost (in dollars) of producing the number of sneakers produced after 5 hours.