Question: On Jupiter, where a = 22.88m/sec2. An object dropped from a height of 100 m has distance above the ground of M(t) = 100 -

On Jupiter, where a = 22.88m/sec2.
An object dropped from a height of 100 m has distance above the ground of
M(t) = 100 - a/2t2
where a is the acceleration of gravity. For each of the above planet with the given acceleration, find the time when the object hits the ground, and the speed of the object at that time.

Step by Step Solution

★★★★★

3.60 Rating (168 Votes )

There are 3 Steps involved in it

1 Expert Approved Answer

Step: 1 Unlock

The time solves Mt 0 or 100 2288... View full answer

Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock

Step: 3 Unlock

Document Format (1 attachment)

808-C-L-D (1049).docx

120 KBs Word File

Students Have Also Explored These Related Calculus Questions!

On Earth, where a = 9.78m/sec2. An object dropped from a height of 100 m has distance above the ground of M(t) = 100 - a/2t2 where a is the acceleration of gravity. For each of the above planet with...

On the moon, where a = 1.62m/sec2. An object dropped from a height of 100 m has distance above the ground of M(t) = 100 - a/2t2 where a is the acceleration of gravity. For each of the above planet...

On Mars' moon Deimos, where a = 2.15 10-3m/sec2. An object dropped from a height of 100 m has distance above the ground of M(t) = 100 - a/2t2 where a is the acceleration of gravity. For each of the...

Q1 Q2 When executed, your program should accept input as Dollars and Cents and should output the number of coins in each denomination totaling up to the input amount. The program must output the...

University of Hartford Department of Civil, Environmental and Biomedical Engineering CE 320 Water Resources Engineering Spring Semester 2017 Lab #5 - Pump Performance Characteristics Report Outline...

Java Q1 Q2 When executed, your program should accept input as Dollars and Cents and should output the number of coins in each denomination totaling up to the input amount. The program must output the...

Question 3: Gravity Calculator [Gravity.java] 25 points When dropped from a height, in ideal conditions a free-falling object is expected to reach the maximum acceleration of -9.81 m/s2. The object...

Complete the following Carolina Biological Lab: Kinematics. Please read the Distance Learning Lab Safety Agreement. By taking part in these labs, you agree to the terms in the Distance Learning...

S. Jane bungee jumps off the Sagamore bridge into the ocean. Her height ( in feet) as a function of time ( in seconds) could be modeled by the function below. h ( t ) = - 161 + 32t+ 275 . How many...

4. The period of a pendulum is the time the pendulum takes to swing back and forth. The period, t (in seconds), of a pendulum of length d (in inches) is given by d = 9.78t2. The longest pendulum in...

A landlord is hit hard when tenants are unable to pay rent. They still want to show the initial billed amount of $2000 for each tenant but will only receive $1500 from each tenant. They file on an...

How can computers and technology help in investigating a fraud? What kinds of challenges can the involvement of technology present to a case?

Which of the following characteristics accurately describes a 4 0 3 ( b ) plan? 1 . A self - reliant employee elective deferral plan. 2 . The retirement benefit is dependent on the investment...

Let A (n n) and D (m m) be nonsingular, and B (n m) and C (m n) be any matrices such that [ A B C D ] is nonsingular. (a) Show by direct calculation that [ A B C D ]1 = [ E EBD1 D1CE D1 + D1CEBD1...

Minimize g = x + 5y subject to 8x + y 85 x + y 50 x + 4y 80 x + 10y 104 Solve the linear programming problems using graphical methods. Restrict x 0 and y 0.

Maximize f = 5x + 2y subject to y 20 2x + y 32 - x + 2y 4 Solve the linear programming problems using graphical methods. Restrict x 0 and y 0.

Minimize f = x + 4y subject to y 30 3x + 2y 75 - 3x + 5y 30 Solve the linear programming problems using graphical methods. Restrict x 0 and y 0.

1. Determine the magnitude of the resultant force Fx and its direction, measured clockwise from the positive u axis. 701 30 459 5-300 N 500 N 325 N 2. If the resultant force acting on the bracket is...

You purchase a bond with an invoice price of $1,145. The bond has a coupon rate of 10.9 percent, semiannual coupons, and there are four months to the next coupon date. Required: What is the clean...

1. The duration of a bond is determined by a combination of the maturity date and value, and: a. None of the above b. the call premium. c. the pattern of coupon payments. d. the put premium. 2....