Problem: Consider the following situations: a. A car is moving along a straight road at a constant speed. b. A car is moving along a straight road while slowing downc. A car is moving along a straight road while speeding upd. A hockey puck slides along a smooth (i.e., frictionless) icy surface e. A hockey puck slides along a rough concrete surfacef. A cockroach is speeding up from restg. A rock is thrown horizontally, air resistance is negligible. h. A rock is thrown horizontally, air resistance is substantial. i. A rock is dropped vertically; air resistance is negligiblej. A rock is dropped vertically, air resistance is substantial Which of these situations describe the motion shown in the motion diagram at point A?

FREE Expert Solution

At the point a the object is moving at a constant speed. Any object moving at a constant speed will fit into the motion at A.

96% (166 ratings)
View Complete Written Solution
Problem Details

Consider the following situations: 

a. A car is moving along a straight road at a constant speed. 

b. A car is moving along a straight road while slowing down

c. A car is moving along a straight road while speeding up

d. A hockey puck slides along a smooth (i.e., frictionless) icy surface 

e. A hockey puck slides along a rough concrete surface

f. A cockroach is speeding up from rest

g. A rock is thrown horizontally, air resistance is negligible. 

h. A rock is thrown horizontally, air resistance is substantial. 

i. A rock is dropped vertically; air resistance is negligible

j. A rock is dropped vertically, air resistance is substantial 

Which of these situations describe the motion shown in the motion diagram at point A?

Frequently Asked Questions

What scientific concept do you need to know in order to solve this problem?

Our tutors have indicated that to solve this problem you will need to apply the Motion Diagrams concept. If you need more Motion Diagrams practice, you can also practice Motion Diagrams practice problems.

What professor is this problem relevant for?

Based on our data, we think this problem is relevant for Professor Ugalde & Barkan's class at UIC.