The velocity time graph of a body in motion is a straight line inclined to the time-axis. The correct statement isSelect an answerAvelocity is uniformBacceleration is uniformCboth velocity and acceleration are uniformDneither velocity nor acceleration is uniform

Which of the following is not correct about uniformly accelerated motion?*1 pointThe degree of slanting/steepness of the tangent to velocity time curve is a measure of the magnitude of the acceleration.The velocity-time graph of a uniformly accelerated motion is a straight line.Uniform acceleration implies the velocity of the body increases by equal amounts in equal time intervals.Uniform acceleration implies the velocity of the body decreases by equal amounts in equal time intervals.

If a velocity vs. time graph is a horizontal line above the time axis, what does the acceleration vs. time graph look like?Select one:a.A horizontal line at zerob.A curved linec.A line sloping upwardsd.A line sloping downwards

Assertion: Distance-time graph of themotion of a body having uniformlyaccelerated motion is a straight lineinclined to the time axisReason: Distance travelled by a bodyhaving uniformly accelerated motion isdirectly proportional to the square ofthe time taken

What can you say about the nature of motion of a body if its displacement-time graph is(a) a straight line parallel to time axis?(b) a straight line inclined to the time axis with an acute angle?(c) a straight line inclined to the time axis with an obtuse angle?(d) a curve?

Suppose a graph of displacement of a body (x-axis) against time (y-axis) is constructed. The slope of the graph at any point may be identified asQuestion 6Answera.instantaneous accelerationb.instantaneous speedc.instantaneous velocityd.average velocitye.average acceleration