First find the time taken by coyote to reach the cliff
use Formula
initially coyote is at rest
=========
Road runner has a constant speed
Speed =Distance/Time
(a)ANSWER:
===================================
First find the time taken to hit the ground
use Formula
============
Total travel time of coyote =4.52s +2.774s =7.294s
So total horizontal distance traveled from start to end
use Formula
initially coyote is at rest
=================
but 50m was covered when coyote was on top of cliff
so from base of cliff coyote lands 345.82m -50 m =295.82m
(b)ANSWER:
=================
Horizontal motion from start to end
Use Formula
(c)ANSWER:
Vertical motion
Use formula
(c)ANSWER:
=========================
In a scene from a classic cartoon, a hungry coyote is chasing a roadrunner, as shown...
In a scene from a classic cartoon, a hungry coyote is chasing a roadrunner, as shown in the figure below. To aid in his quest, he has donned a pair of ACME brand rocket-propelled roller skates. The skates accelerate the coyote at 14.0 m/s n the horizontal direction. The roadrunner is moving at a constant speed toward a cliff. The coyote is initially at rest 30.0 m from the cliff at the instant the roadrunner moves past him. (In all...
In a scene from a classic cartoon, a hungry coyote is chasing a roadrunner, as shown in the figure below. To aid in his quest, he has donned a pair of ACME brand rocket-propelled roller skates. The skates accelerate the coyote at 15.0 m/s2 in the horizontal direction. The roadrunner is moving at a constant speed toward a cliff. The coyote is initially at rest 40.0 m from the cliff at the instant the roadrunner moves past him. (In all...
In a scene from a classic cartoon, a hungry coyote is chasing a roadrunner, as shown in the figure below. To aid in his quest, he has donned a pair of ACME brand rocket-propelled roller skates. The skates accelerate the coyote at 17.0 m/s2 in the horizontal direction. The roadrunner is moving at a constant speed toward a cliff. The coyote is initially at rest 60.0 m from the cliff at the instant the roadrunner moves past him. (In all...
Wiley Coyote has missed the elusive roadrunner once again. This time, he leaves the edge of the cliff at 50.0 m/s horizontal velocity. If the canyon is 100 m deep, how far from the edge of the cliff does the coyote land? Ans: 226 m (but please specify how that is)