Evaluate the radical function below from s = 2 up to s = 3.

The supply equation for a certain commodity is

where x units are supplied per month when p pesos is the price per unit. Find the rate of change in the supply if the current price is 20 pesos per unit and the price is increasing at the rate of 50 centavos per month.

Evaluate the trigonometric function below from x = 1 up to x = 5.

The associated angles are in radians.

Evaluate:

Which of the following is the general solution of:

Evaluate the function below from x = 1 up to x = 4.

Find the area underneath the curve. Express your answer into 2 decimal places. 

\(\Large int_{1}^{3} (x^2)dx

Suppose in a certain market that x thousands of crates of oranges are supplied daily when p dollars is the price per crate, and the supply equation is

If the daily supply is decreasing at the rate of 25 crates per day, at what rate is the price changing when the daily supply is 5000 crates?

Evaluate the exponential function below from x = 1 up to x = 5