TC=16Q2+10Q+36

The expression you provided, TC=16Q^2+10Q+36, appears to represent a total cost (TC) as a function of quantity (Q). To further analyze it, we can look at the three different terms in the expression:

1. 16Q^2: This term represents the cost that varies with the square of the quantity (Q). It suggests that the cost increases at an increasing rate as the quantity increases.

2. 10Q: This term represents the cost that varies linearly with the quantity. It implies that for each unit increase in quantity (Q), the cost increases by a constant amount.

3. 36: This term represents a constant cost that does not depend on the quantity. It indicates that there is a fixed cost component that is present regardless of the quantity.

Now, if you have a specific value for the quantity (Q), you can substitute it into the expression TC=16Q^2+10Q+36 to calculate the corresponding total cost.

For example, suppose you want to find the total cost when Q=5. You would substitute Q=5 into the expression:

TC = 16(5)^2 + 10(5) + 36
= 16(25) + 50 + 36
= 400 + 50 + 36
= 486

Therefore, when Q is equal to 5, the total cost is 486.