While vacationing on a tropical island, you find the courage to step off a high cliff and fall for 4 seconds before entering the water below. Exactly 2 seconds into your fall, you glance at the cliff face and see a secret treasure embedded in the rock. When you recover from your plunge, you return to the cliff top and find that treasure ______________________.1 point1/2 the distance down from the cliff top to the water.1/4 the distance down from the cliff top to the water.3/4 the distance down from the cliff top to the water.Slightly above 1/2 the distance down from the cliff top to the water. In other words, about a meter (3 feet) closer to the cliff top than to the water.

Short Story 2: The Lost TreasureIn a faraway land, a brave pirate named Captain Blackbeard set sail to find the legendary treasure hidden on Skull Island. With his loyal crew, they navigated the treacherous sea in search of riches.

At the top of a cliff 100 m high, Raoul throws a rock upward with velocity 20.0 m/s. How much later should he drop a second rock from rest so both rocks arrive simultaneously at the bottom of the cliff?Select one:a.1.78 sb.3.76 sc.2.48 sd.5.05 s

At the top of a cliff 100 m high, Raoul throws a rock upward with velocity 20.0 m/s. How much later should he drop a second rock from rest so both rocks arrive simultaneously at the bottom of the cliff?Select one:a.2.48 sb.1.78 sc.3.76 sd.5.05 s

Salma is at the top of a cliff looking down at Rico’s boat. They both have Global Positioning System (GPS) devices and are communicating via cell phones. They determine that Rico’s boat is 5.0 km from a point on the shore directly below Salma, and 6.0 km from Salma herself. Show complete working for all answers. a. Draw a diagram to represent this situation and label the given information. Attach the image. b. Find the angle of depression at which Salma is viewing Rico’s boat.c. Find the height of the cliff.

A projectile is fired horizontally from the edge of a cliff, above the ocean, with an initial velocity of 110 m/s.The height of the cliff is 115 metres.Take gravitational acceleration to be 9.81 m/s2.Hint 1: Draw a diagram to identify known and unknown valuesHint 2: Set your datum horizontal at water levelHint 3: Neglect the effect of air resistanceHint 4: Remember sign convention when dealing with vectorsDetermine the following:(a) how many seconds it will take for the projectile to hit the water, t = Answer seconds,(b) the horizontal distance from the base of the cliff will the projectile hit the water, sx= Answer metres,(c) the final vertical velocity component of the projectile the moment it hits the water, vy = Answer m/s.