HELP Assignment due in an hours

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Homework Help Overview

The discussion involves two distinct physics problems related to motion. The first problem concerns projectile motion of a gold ball, while the second problem involves the motion of a motorcycle and a car at a traffic light.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants explore the initial speed, time in the air, and height of the gold ball, while also discussing the motorcycle's acceleration and the car's deceleration. Some participants question how to set up equations for both vehicles and suggest combining them for analysis.

Discussion Status

Some participants have provided equations and attempted to manipulate them to find solutions. There is ongoing exploration of how to approach the problems, with suggestions for setting up equations and combining them for further analysis.

Contextual Notes

The original poster indicates a time constraint due to an impending assignment deadline, which may influence the urgency and focus of the discussion.

kara
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HELP ! Assignment due in an hours

A gold ball is hit from ground @ 25* to the horizontal. When it lands, it has a velocity of 20 m/s @ 30* below horizontal.
A) find initial speed
B) time that ball is in air
C) height of landing pt. relative to start pt, which may be positive or negative
 
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i've got another one too..
A motorcycle is stationary at traffic light. At t=0s, light turns green and it accelerates at 3m/s2 when light turns gree, a car is 40 m behind the motorcycle and traveling at 15m/s. At that instant, car slows down at a constant rate so it is never closer than 5 m to motorcyle.
A) time when car is closest to motorcycle
B) instant rate of car stopping
C) distance traveled by motorcycle from light turning green to tim in A)
 
RE: See above post.
 
1/2at2 - 1/2(1.5)t2 + 15t -35.0 = 0 what do i do from there
 
a = (3t-15.0)/t is what i got for a
Now i need to sub that into above to solve for t
 
i suggest setting two equation one for motorcycle and one for the car then combine the two equation 1 = equation 2 and solve for T i believe.
 

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