As shown in Figure, a stone is thrown vertically into the air from the top of tower 100 ft. high. At the same instant, a second stone is thrown upward from the ground. The initial velocity of first stone is 50 ft/sec and that of second stone is 75 ft/sec. When and where will the stones be at the same height from the ground? Sa =? Vi,=50 ft/sec Sb = ? 100.0 ft Tower Vip=75 ft/sec

As shown in Figure, a stone is thrown vertically into the air from the top of tower 100 ft. high. At the same instant, a second stone is thrown upward from the ground. The initial velocity of first stone is 50 ft/sec and that of second stone is 75 ft/sec. When and where will the stones be at the same height from the ground? Sa =? Vi,=50 ft/sec Sb = ? 100.0 ft Tower Vip=75 ft/sec

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

and an incline of 10.0° with an initial velocity of 4.0 ft/s. Attached to the crate is a spring with a spring constant of 20000 Ib/ft. Using the concepts of work and/or energy, determine the A crate with a weight of 50.0 lbs. is sent down a frictionless ramp with a length of 40.0ft distance that the spring is compressed to bring the crate to stop when it hits a wall at the bottom of the ramp. m ll α
A closed water tank 80cm high, 120cm long, and 50cm wide is to be transported. The acceleration is along the width of the water tank. If the horizontal acceleration is 3m/s^2, solve the maximum pressure in the tank if the water level is 75cm high prior to motion. O 8.13kPa O 7.85kPa O 9.76kPa O 6.51kPa
Please solve it asap and correct. Skip if not sure otherwise I will downvote.
Show complete solutions with figures
SITUATION. The a-t curve for a particle having a rectilinear motion is shown in the figure. At t=0, the velocity is 30 ft/s and the particle is at the origin. a (ft/s²) 0 168.33 423.95 Determine the displacement after 13 seconds in feet. 631.25 +10 O510.33 -10 7 13 t (sec)
With the following conditions: p1=69kn/m2, Q1=570 L/s and Q3= 340L/s, determine the magnitude and direcrion of the required force to prevent movement
Pa answer po please
A plate 0.025mm distant from a fixed plate moves at 60cm/s and requires a force of 2N/sq. m to maintain this speed. Determine the fluid viscosity between the plates.
A stone weighing 45 N to one end of a cord 0.90 m long. The stone is then whirled in a vertical circle. If the breaking strenght of the cord in tension is 70N, determine the angular velocity w at which the chord will break.
Use SDM or MDM to determine the following: Moment AB Moment CF Moment EF
an open rectangular tank mounted on atruck is 8 m long and 1 m. wide. it is filled with water to a depth of 3.69 meters. if it is accelerated at 10.16 m/s^2 along its length, determine the required height (in meters) of the tank to prevent any water from spiling.
The position of a particle along a straight line is given by s= 1.01³-11.5t² + 25t ft, where t is in seconds. [Select] (a) Determine the position of the particle when t = 8 seconds in feet. [Select] [Select] [Select] (b) Total distance it travels during the 8 second time interval in feet (c) Determine the velocity of the particle when t = 8 seconds in ft/sec. (d) Determine the acceleration of the particle when t = 8 seconds in ft/sec².