Finding half of initial value?

In summary, the conversation is about finding half of the initial velocity of a ball going upward with a maximum height of 37 meters. The initial velocity is believed to be 26.9 m/s and the person is trying to use the kinematics equation to solve for half of the initial velocity. They are also clarifying that they want to find the elevation when the object has half its initial velocity.
  • #1
rockmorg
22
0
I am instructed in a question to find half of the initial velocity if the max. height of a ball going upward is 37 m. I believe I have found the initial velocity to be 26.9 m/s - so I'm thinking the rest should be simple, right?

For instance if I took the kinematics equation v = v_0 + at, I should be able to rearrange and solve for half of v_0, correct? Or something...?

Thanks!

-
Morgan
 
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  • #2
Huh?
If v_o = 26.9 [m/s] , half of v_o = 13.45 [m/s] .

Did you want to find the *time* when v = 1/2 v_o ,
or the elevation where the object has 1/2 v_o ?
Did you want to find the velocity at half the 37 [m] ,
or the elevation at half the rise time?
 
  • #3
Sorry... I'm looking for the height (elevation) when the object has 1/2 its initial velocity... does that clarify?
 

What does "finding half of initial value" mean?

Finding half of initial value refers to the process of dividing a given number by two to determine half of its original value.

Why is finding half of initial value important in science?

In science, finding half of initial value is important for various calculations and experiments. It can be used to determine rates of change, concentrations, and other important variables.

How do you find half of initial value?

To find half of initial value, you simply divide the initial value by two. This can be done using a calculator or by long division.

Can finding half of initial value be used for any type of number?

Yes, finding half of initial value can be used for both positive and negative numbers, as well as fractions and decimals.

What are some practical applications of finding half of initial value?

Some practical applications of finding half of initial value include determining the half-life of radioactive materials, calculating the concentration of a solution, and determining the average rate of change in a system.

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