Questions


August 2022 1 0 Report
Instruction: Solve the following problems, and show your solutions how you arrive to that answer. ANSWERS WITHOUT SOLUTION WILL NOT BE GIVEN A POINT. Each number is worth 5 points.



A man is driving his sports car down a four-lane highway at 40 m/s. He comes up behind a slow-moving dump truck and decides to pass it in the left-hand lane. If Nathaniel can accelerate at 5m/s², how long will it take for him to reach the speed of 60 m/s²?



-

















If a car, with an initial velocity of 20m/s, accelerates at a rate of 5m/s² for 3 seconds, what will its final velocity be


MOTION IN ONE DIMENTION

a. Speed – refers to how fast the object is moving. It tells you the distance the object travels in a period of time. In symbols, ​

S = d/t​

Where:​

S = speed​

d = distance​

t = time​


Lydia de Vega is a world known Filipino track and field athlete. She can run the 100.0 m dash in about 11.0 seconds. What is her average speed?​

Given: d=100.0 m​

t = 11.0 s​

RTF (required to find) = average speed​



Solution:​

S = d/t​

S = 100.0m/11.0s​

S = 9.09 m/s​
cjeybi avatar
Velocity – aside from identifying the rate of a moving body, we also take into consideration the direction of motion. With this, we use the term velocity.​



In equation, we can express velocity as: ​

v = d/t​

Where:​

v = velocity​

d = displacement (distance + direction)​

t = time​
cjeybi avatar
Example problem for Velocity:​

The car is heading north covering a distance of 500 meters in 20.0 seconds. What is the car’s velocity?​

Given: d = 500 m​

t = 20 s​

RTF (required to find) = v​

Solution:​

v = d/t​

v = 500m/20.0s​

v = 25.0 m/s, north​
cjeybi avatar
c. Acceleration –

Formula: acceleration = change in velocity ​

time​

In symbols, a = ∆ v where:​

t a = acceleration ​

a = Vf – Vi vf = final velocity​

t vi = initial velocity​

t = time​

Answers & Comments


Add an Answer


Please enter comments
Please enter your name.
Please enter the correct email address.
You must agree before submitting.

Helpful Social

Copyright © 2024 EHUB.TIPS team's - All rights reserved.