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The rectilinear motion of a particle if given by s=v^2-9 where s is in feet and v in feet per second. When t=0, s=0 and v= 3 ft. per second. Find the s-t, v-t and a-t relations.

The motion of a particle is defined by the relation a=4t, where a is in feet per second and t in seconds. It is known that s=1 ft and v=2 ft. per. sec. when t=1 sec. Determine the relations between v and t, s and t, v and s.

The velocity of a particle moving alon the X axis is defined by v = x^2-4x^2+6 z where v is in feet per second and x is in feet. Compute the value of the acceleration when x = 2ft.

The rectilinear motion of a particle if given by s=v^2-9 where s is in feet and v in feet per second. When t=0, s=0 and v= 3 ft. per second. Find the s-t, v-t and a-t relations.

Find slope of tangent line f(x)=x^2-2x+7 at x=1

Who have summary of chapter 5 in Introduction of arts appreciation by Mariano M. Ariola?

1.) r = 4/6-3sin(theta)

2.) What type of a conic section is this?

1.) 4x-y=8

2.)y=x/x+1

y^2-5x=0

Find the equation of the ellipse with center 5,-2 with major axis horizontal and length of 10, with minor axis of length 8.

A hollow glass bowl in the shape of sphere of radius 4 in. is filled with water to a depth of 3 in. Find the volume of the water. If the water flows out through a small hole in the bottom so that the level drops 2 in., how much water has escaped?

Find the ff;

1.) Extent

2.) Symmetry

3.) Intercepts

4.) Asymptotes