As the ball falls, the velocity of the ball increases with increase in distance
<h3>Velocity and Motion</h3>
Given Data
It should be noted that when an object falls, it velocity increases from zero to the maximum just before it hits the ground from the initial point of lunch.
Note: For a projectile the ball might reach a zero velocity at maximum height
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The general form of such an equation will be

where
A = amplitude (3)
B = horizontal shift to the right (-π)
C = period (4π)
D = vertical offset (0)
Your equation will be ...
Answer:
The slope is 0.5
Step-by-step explanation:
FIrst you do y2-y1/x2-x1
That makes it 6-3/2-(-4)
Simplified it's 6-3/2+4
6-3=3 and 2+4=6
So you get 3/6=0.5
Answer: x=-3ab/2+ac
Step-by-step explanation:
Multiply to remove the fraction, then set equal to 0 and solve.
Al's and Barbara's produce stands are illustrations of proportional relationships
- The unit rate at Al’s Produce Stand is 0.25, and the unit rate at Barbara’s Produce Stand is 0.24
- The equation at Al’s Produce Stand is y = 0.25x, and the equation at Barbara’s Produce Stand is y = 0.24x
<h3>Step 1: The constant of proportionality</h3>
From the question, we have the following ordered pairs
- Al’s Produce Stand: (x, y) = (6,1.50)
- Barbara’s Produce Stand: (x, y) = (13,3.12)
The unit rate is calculated as:

So, we have:
<u>Al</u>


<u>Barbara</u>


Hence, the unit rate at Al’s Produce Stand is 0.25, and the unit rate at Barbara’s Produce Stand is 0.24
<h3>Step 2: The equation</h3>
This is represented as

So, we have:
<u>Al</u>

<u>Barbara</u>

Hence, the equation at Al’s Produce Stand is y = 0.25x, and the equation at Barbara’s Produce Stand is y = 0.24x
<u>Step 3: The missing values</u>
This cannot be determined, as the table is not properly formatted
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