A skydiver weighing 203 lbf (including equipment) fallsvertically downward from an altitude of 5000 ft andopens the parachute after 14 s of free fall. Assume thatthe force of air resistance, which is directed opposite tothe velocity, is 0.77 |v| when the parachute is closedand 10 |v| when the parachute is open, where thevelocity v is measured in ft/s.Use g = 32 ft/s². Round your answers to two decimalplaces.(a) Find the speed of the skydiver when the parachuteopens.v(14) = i(b) Find the distance fallen before the parachute opens.x (14) = iftft/s(c) What is the limiting velocity after the parachuteopens?UL =ift/s

It is given that, The weight of the skydiver is W=203 lbf.…

Answered: A skydiver weighing 203 lbf (including…

Similar questions

These numbers do not add up correctly - please resubmit the answers - thanks!! F = ∆m ∆t ve (F) / (∆t) (∆m) = ve ve = (F) / (∆t) (∆m) = (5.26 N) / (1.90 sec) (0.0131 kg) = 762.9 m/s
Fnorm= μ = 0.20 30° m= a= EF= Fnorm (normal force) Ffrict (force of friction) : = m (mass) = kg a (acceleration) = ΣF (net force) = Ffrict= Fgrav = 420 N N kg m/s/s N N m/s/s N
For part 2 (m1 =120 g, m2 = 90 g, and m3 = 150 g), one group of students measured 0₁ = -0.1° and 02-36.5 °, what does T1x +T2x+T3x equal to ? Enter your answer up to 1/1000 N.
An aeroplane of mass 90 500. kg lands with an initial velocity of 81 m/s and then decelerates at 6.2 m/s² for 17.8 s. What is the displacement of the aeroplane? Do NOT include units in your answer. Round your answer to 2 decimal places. Do NOT change to scientific notation. Ignore significant figures.
A snow-covered ski slope makes an angle of 0slone = 30.0° with the horizontal. When a ski jumper plummets onto the hill, a parcel of splashed snow is thrown up to a maximum displacement of 1.60 m at 0, = 18.0° from the vertical in the uphill snow direction as shown in the figure below. snow Oglope (a) Find the component of its maximum displacement parallel to the surface. m (b) Find the component of its maximum displacement perpendicular to the surface.
For part 1, assume m₁ =100 g, m2=90 g, m3 = 100 g, 01-27°, and 02=26°, what does T1x+T2x+T3x equal to? Enter your answer up to 1/1000 N accuracy. Pay attention to the sign of your answer. Your Answer: Answer units Question 9 (2 points) = For part 1, assume m₁ =100 g, m2=90 g, m3 100 g, 01-26°, and 02-27°, what does T1y+T2y+T3y equal to? Enter your answer up to 1/1000 N accuracy. Pay attention to the sign of your answer. Your Answer:
A ball with mass 0.75 kg is thrown upward with initial velocity 30 m/s from the roof of a building 10 m high. Assume there is a force due to |v| air resistance of magnitude directed opposite to the velocity, where 30 the velocity v is measured in m/s. NOTE: Use g=9.8 m/s² as the acceleration due to gravity. Round your answers to 2 decimal places. a) Find the maximum height above the ground that the ball reaches. Height: m b) Find the time that the ball hits the ground. Time: seconds