A small stone is projected vertically upward from ground level. Two seconds after projection its speed is measured to be 5ms−1 upward.
(i) Write the values (with signs) of v, t and g that are involved at this instant.
(ii) Select the kinematic equation that directly relates these quantities with the initial speed u, and hence determine u.
(iii) Using the value of u obtained in part (ii), determine the maximum height reached by the stone above the point of projection.