Moments (Edexcel A-Level Mathematics): Flashcards

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Using Moments - Equilibrium
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What angle does ladder ABAB make with the horizontal?

The ladder ABAB makes an angle of 70°70° with the horizontal.

What is the length of the ladder?

The ladder has a length of 8 m.

What factors determine the frictional force at point B?

Surface roughness and normal force affect friction at B.

How do we find the normal reaction at AA?

RW=60R_W = 60 N, normal reaction at AA equals 6060 N.

How do you calculate the mass of the ladder?

Use weight=mass×gravity\text{weight} = \text{mass} \times \text{gravity}; solve for mass.

What weight does the uniform rod ACT have?

The uniform rod has a weight of 20 N.

What is the length of the rod ABAB?

The length of the rod ABAB is 33 m.

How high is point C above A?

Point C is 1 m directly above point A.

What is the angle θ\theta for the rod?

θ18.435°\theta \approx 18.435° using tan(θ)=1/3\tan(\theta) = 1/3.

What is the formula for tension in vertical motion?

T=mg+T = mg + additional forces acting upwards.

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