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1. A car is driving at speed of 80 mph in a circular track with a radius of 1500 

ft. The driver applied brake to decelerate the car and after 6 seconds, the speed 

decreases to half the original speed. What is the acceleration of the car at the 

instant after the brakes have been applied? At ft/s2

A. 9.18 C. 13.4

B. 9.78 D. 14


Find the equation of the family of curve having the given slope, and the equation of the family which passes through the given point.

m= x
Find the equation of the family of curve having the given slope, and the equation of the family which passes through the given point.

m= √5x; (0,5)
Find the equation of the family of curve having the given slope, and the equation of the family which passes through the given point.

m= 2x⁴/x; (0,5)

Note: the slope m = dy/dx
Find the equation of the family of curve having the given slope, and the equation of the family which passes through the given point.

m= 2x - 2; (0,5)

Note: the slope m = dy/dx
A body is mass m is moving in a straight line with an initial velocity of 2 m/s from its origin at t=0 and acceleration 6t
Draw BMD and SFD for an overhang beam ABC with span BC overhanging. The
loading and span data is as follows
Span AB = 6 m; Full Span UDL = 20 kN/m,
Span BC = 2 m; Full Span UDL = 30 kN/m
Span BC = 6 m; Point Load at C = 15 kN.
Find support reactions for simply supported beam AB of span 12 m. The loading data
is as follows
Full Span UDL = 30 kN/m
Point Load 6m from Support A = 30 kN.
A bar of 36 mm diameter is tested in the tension. It is observed that when a load of 90
kN is applied the extension measured over a gauge length of 800mm is 0.36 mm and
contraction in diameter is 0.0072 mm. Find Poisson’s ratio and all the elastic constants.
Draw SFD and BMD for a simply supported beam AB of span 9 m. The loading data is
as follows
Full Span UDL = 25 kN/m
Point Load 2m from Support A = 15 kN.
Point Load 6m from Support A = 80 kN.
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