How long will it take for the ball to reach the ground

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Reference no: EM131082435

Integration tips and tricks - Math 1A, section 103

1. Find 01x dx.

2. What is -33√(9 - x2) dx?

3. Sometimes it helps to simplify an expression before you integrate it. Use this principal to evaluate

15(x2 + 5x + 6/x2 + 3x)dx.

4. Look for familiar derivatives in other integral problems:

(a) 12 2/x dx

(b) 12 (3/1+x2) dx

(c) 12cos(sin(x)) · cos(x) dx

5. Let's see if you can do this one without any tips. Evaluate

0π/3(sin(θ) + sin(θ) tan(θ)/sec2(θ)) dθ.

6. Rejoice in your newfound power of prophecy! Suppose you throw a ball upward in the air from a starting height of 2 meters and a starting velocity of 3 meters per second. Given that the Earth's gravity causes the ball to have a constant acceleration of -9.8m/s2, how long will it take for the ball to reach the ground?

 

Reference no: EM131082435

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