USE VECTOR NOTATIONRain falls vertically at a constant speed of 7.00 [m/s]. At what angle from the vertical do the drops appear to fall to the driver of a car traveling on a straight road with a speed of [60 km/h]?

question: now you shoot the ball with a velocity of 200 m/s at 30 degrees from the horizontal, how far from you would it be when it comes back down the same height from where you tossed it? give answer in units of [km]

An airplane with a ground speed of 450 m/s, heading due south. A gentle wind blowing at 18 km/hr having an angle of 60° from the bearing. (i) Sketch the scenario with proper diagram and compute: (ii) the true air speed (iii) Find heading direction of the airplane from north.

Here direction is given in -ve sign , so the answer will also be in negative and above the negative x-axis?

A projectile is launched within initial speed of 2050 M/S additionally V(iy) =1640 m/s and V(ix) =-1230 m/s. Impact occurs at the same altitude it was launched at determine the following values. Up is positive 

Now, the target moved further away and the sniper must compensate, primarily adjusting the angle of its rifle. If the new angle is now 21 degrees but everything remains the same (150m high building, 1800km/h initial velocity), how high will the bullet reach before it starts falling down? Start the measurement on top of the building.

A ball projected at an angle 0, attains a maximum height HI and if the ball is projected at angle of (90- 0) and the maximum height attained by the ball is H2. find the relationship between the range of projectile and H1,H2 ?

A motorcycle stunt person traveling 50 mi/hr jumps off a ramp at an angle of 25  degrees to the horizontal. Utilize trigonometric functions to determine the  horizontal and vertical components of the initial velocity.

A fighter plane dives to dump a bomb on a terrain, making an angle θ= 40° with the horizontal, according to the figure to be Following. The plane's altimeter indicates 1097,30m up to the soil and its speedometer indicates a speed 35,03m/s at the time of release of the pump.a) The time it takes the pump to get to thesoil;(b) the horizontal distance d traveled by theBomb.

At what angle with the horizontal a player should throw a ball so that it may go to a maximum distance? For maximum height?