What will be the force in newtons required

Assignment Help Civil Engineering

Reference no: EM13210859

A lunar module weights 1500 kg on earth where g = 9.75 mps2. On the surface of the moon where g = 1.70 mps2, what will be the force in Newtons required to accelerate the module at 10 mps2?

Reference no: EM13210859

Questions Cloud

Explain the temperature of water leaving the heat exchanger : Assume that the heat capacity of water for the temperature rangere in the heat exchanger is constant at 7.54x10^-2 kJ/mol C) What is the temperature of water leaving the heat exchanger?

Study of detection-discrimination or magnitude estimation : Propose a study of detection, discrimination, or magnitude estimation.

Define all three concentrations in molarity : Determine the concentrations of K2SO4, K , and SO42- in a solution prepared by dissolving 2.11 × 10-4 g K2SO4 in 2.00 L of water. Express all three concentrations in molarity.

How much would you have at the end of the first year : What would your $400.43 be worth if you invested it at 1% real interest for 47 years and how much would you have at the end of the first year?

What will be the force in newtons required : A lunar module weights 1500 kg on earth where g = 9.75 mps2. On the surface of the moon where g = 1.70 mps2, what will be the force in Newtons required to accelerate the module at 10 mps2?

Depict two molecules that are diastereomers : Draw two molecules that are diastereomers and calculate the energy of each. Then draw two molecules that are enantiomers and calculate the energy of each.

Determine the torsional moment in the hollow x-section : A concrete box girder bridge has the rectangular x-section. The box is prismatic and considered thin-walled. It span is L=48m and simply supported at points A,B,C and D. The supports are assume to be able to transfer tensile forces.

What is the maximum step height : An open rectangular channel is 50 feet wide, flowing at a depth of 5 feet, and is carrying 1000 cubic feet per second. What is the maximum step height than can be placed into the flow without disturbing the upstream depth, without acting as a chok..

Determine the maximum service load : Determine the maximum service load W (kips) at the mid-height of the beam-column shown in the accompanying figure 2.1. Assume the member is hinged with respect to bending in both x and y directions at the top and bottom.

User Account

All Pages