Want this question answered?

Q: What is the tension in each wire in four boxes each weighing 100N are suspended from a beam?

Write your answer...

Submit

Still have questions?

Continue Learning about Math & Arithmetic

100N roughly on earth

n = 6050 = 100 Using the criss cross multiplication trick we get 50X60=3000 and 100 X n=100n 3000 = 100n 100 = 100 So 3000÷100=30 and 100n÷100=n. n=30 or 60% of 50 is 30

6 m

n = (100n)%therefore you would write0.0014 as 0.14%

10.515% of 70: put n over 70 equals 15 over 100n ----------15--- equals ---- then cross multiply n x 100 and 15 x 7070---------100which would be 100n and 1050then divide100n --------1050------ equals ------- n equals 10.5%100 -----------100

Related questions

100n

If: 100n = 300 Then divide both sides of the equation by 100 to find the value of n:- n = 3

The output force is 100 N.

100N roughly on earth

n = 6050 = 100 Using the criss cross multiplication trick we get 50X60=3000 and 100 X n=100n 3000 = 100n 100 = 100 So 3000÷100=30 and 100n÷100=n. n=30 or 60% of 50 is 30

The work done is calculated using the formula: work = force x distance. In this case, the force is 100N and the distance is 5m. Therefore, the work done is 100N x 5m = 500 Joules.

The work done is calculated as force multiplied by distance. Therefore, the work done when a 100N force is applied over 5m is 500 Joules (100N * 5m = 500J).

16.6666666666666N or 1/6

The mass of an object can be calculated using the formula mass = weight / acceleration due to gravity. Given that weight = 100N and the acceleration due to gravity is approximately 9.8 m/s^2, the mass of the object would be approximately 10.2 kg.

The output force will be 100N, assuming the system is ideal with no energy losses. This is based on the principle of conservation of energy, where input energy equals output energy in an ideal system.

The weight of the body in water is reduced by the weight of the water displaced, which is 100N - 65N = 35N. Therefore, the upthrust on the body is 35N.

100N is 10.2 kilos or 22.48 pounds.