Solve all parts Step by Step i have there Final answers. Need Correct Explanation for each question in an hour or before. Nothing is missing

Problems Bryce Harper hit a baseball from a height of 3-feet with an initial velocity of 157 1. Compute the following x2 -9 a. lim fu/sec at an angle of 23 with the horizontal. Write sentence answers for parts b-e. *-3 singx + 3 b. lim 109 7 + e? aretan(x) (15-points) . Compute the derivative of the following functions a. f(x) = x- cos(3x) b. f(x) = arctan(x) - In(10)In(x) a.) Write the parametric equations of motions. 3. Compute |x' dx by using the definition of the definite integral as a LIMIT of Riemann Sums. Do not use anti-derivative formulas or fundamental theorem of calculus Compute the following. Then check your work by taking the appropriate derivative to receive full credit. a. (4sec2(x) + In(3) + 2 + 1) d 6. 5.12 cos(x] ) d x 5. Compute the following xetzoldx b. (5* - 14 + 2 ) d.x 1 b.) Estimate how long the ball was in the air. Scanned with CamScanner 6. Complete both parts a. Compute lim _ (ces (2+ 21) = ). Nate: the input of cosine s ( 2+ 24). b. A student daimed that ('sin()di = ze'sin() - me"cos(.t) + C. Verify whether or not this is correct. Tell the student how they cen chock their work on their own without the using any technology 7. Let p bo the position of some particle. Its velocity is given by the formula v() = 3: -74 where vis measured in meters per second and / is measured in second's. c.) Estimate the maximum height of the ball. a. Find a formula for the position at time I given that the initial position of the particle is pio) = 5 meters b. Find a formula for the acco of the particle al timer. Find the displacement of the particle over the time interval /0.KJ. d. Find the total distance traveled by the particle over the time interval (0,8). 8. The graph of a continuous function is giver: a. Approximate the area under the curve y = /Calfmoms = 2 tex = hi using two right erdpoint Riemann sums In addition, draw your approximations. b Approximate the area under the curve y' = /(x) fromx = 1 10 * = 6 using two left endpaint Riemann aura. In addition, draw your approximations. 9. The graph of a continuous function fis given. Calculate [ fordx d.) Estimate how far the ball was thrown. Problem & graph c.) Would the ball clear a 30 foot tall fence, 450 feet away from home plate? Answer the question with position information. Problem 9 graph Scanned with CamScanner