Question

please help these problems clearly. thanks a lot.

1. (40) A high-performance aircraft is competing in a race where it must fly through a series of gates. The aircraft passes through the first gate in the left part of the diagram with the acceleration given below. It passes through the second gate 4.0 s later. The aircraft completes this turn with constant acceleration Derive equations for the aircraft's position and velocity as functions of time. Then, use them to find an equation that you can use to graphically construct the aircraft's velocity at the first gate. Graphically construct the aircraft's velocity vector at the first gate in the grid at the right. Draw the aircraft's velocity vector at its location as it passes through the first gate in the grid at the left. Label all vectors 1. (03) A high-peformanoe siecraht is oompeting in a race where it mast fly through a series of gatss. The sircraft poeses through the 9rst gate in the let part of the diagram with the anoeleration givea beloe, Dt pecses thaoegh the second gate 4.0 s ater. The sireraft completes this turn wlth constant sceelerution for the sirczaht's psition and velocity sa furctions of stiane Then, ae thers to ted a Deive epcions Graphically oonxtruct the aircnat's velocity vector st the frst gue is the grid at the right. Draw the

Answer 1

0 Ans wer Given a 12j equations of constantly acceleratd motion Can eractly determine initial velocity as fol usirg the same equton we án detenniri Position a funtin of time LSI fox velocit Pinal velocit s