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A telemetry system is used to quantify kinematic values of a ski jumper immediately before she leaves the ramp. According to the system r = 500 ft,
Fig. P11.193
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- queston: A particle moves in the x-y plane with an x-component of velocity in meter per second given by vx = 4√t, with t in seconds. The acceleration of the particle in the y-direction in meter per second squared is given by by ay = 4 e(t), with t in seconds. When t-4, y=10, x=4, and vy = 10, (a) Find the equation of the path of the particle and (b) calculate the magnitude of the velocity v of the particle for the instant when its y-coordinate reaches 20 m, and the angle which the velocity makes with the x-axis.arrow_forwardQI. The position coordinate (distance) of a particle moves along a straight line is given by the relation [ x =&3— t*=3t2—~40t+50 ] . Determine : (a) The velocity of the particle when the acceleration is (a =34 m /sec?). (b) The distance during the interval from (t=2 sec )itoi(§ti=l6iseci)=arrow_forward7 g = 10 m/s^2arrow_forward
- The position of a particle along a straight line is given by s p =at^ 2 +bt^ 2 +ct. where a-1 ft/s, b= -9 fus, c-15 fs, to-0s and t i =10 s Determine its maximum acceleration and maximum velocity during the time interval tattoarrow_forwardfor uniformly accelerated motion, the acceleration (a) a= constant a= 0 a= f(t)arrow_forward4. A girl tosses a ball at an initial velocity of VA = 8 ft/s at an angle of 0 = 25°. A boy catches the ball at Point B, which is at the same height as Point A. Answer the following questions. a. What is the initial velocity of the ball in A = (VA) x² + (VA) format? Show your work. Velocity in A = (VA) x + (VA)yj format C. b. Where is the ball when it reaches its maximum height? Justify your response by describing where the ball is relative to the position of Points A & B. No math is required. Units What is known about the x- and y-components of velocity and acceleration of the ball at the maximum height? No math is required. d. If we assume that Points A & B are both 3 ft above the ground, what is the maximum total height of the ball? Show your work. Magnitude rounded to 3 sig. fig. Unitsarrow_forward
- i need the answer quicklyarrow_forward(a) A car travels on a simple curve highway as shown in Figure QI(a) having a radius of r= 2500 m such that at point A the car speed is 88 m/s. The driver is then applies brakes casuing a constant deceleration rate. The speed of the car has been reduced to 66 m/s after 8 sec. Determine: VA = 88 m/s 2500 m Figure QI(a): Car travels on highway. (ii) The normal component of acceleration.arrow_forwardThe slider block A is moving downward at va = 5 m/s. (Figure 1) Part A Determine the x and y components of the velocity of the block B at the instant shown. Express your answers using three significant figures separated by a comma. ΠΥΠ ΑΣ φ vec ? (vB)2, (VB)y = m/s Submit Request Answer Part B Figure Determine the x and y components of the velocity of the block C at the instant shown. Express your answers using three significant figures separated by a comma. 300 mm vec 250 mm D 400 mm (vc)z, (vc)y = m/s 300 mm 30 Submit Request Answerarrow_forward
- I need the solution on a piece of paperarrow_forward> Question 3 [2/108]: The sphere P travels in a straight line with speed v = 10 m/s. For the instant depicted, determine the corresponding values of r and è as measured relative to the fixed x - y coordinate system. } K 1 I 5 m 211- P 1 30⁰ 4 m Question 4 [2/109]: If the 10-m/s speed of the previous problem is constant, determine the values of * and at the instant shown.arrow_forwardI need Correct Handwritten Solution. Double check.arrow_forward
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