Answer:
(12, 3), (-2, -5), (1, 15)
Step-by-step explanation:
The line may intersect any point where the x-coordinate is positive and the y-coordinate exceeds -1. Such points include...
(12, 3), (1, 15)
The line can also cross any point where the x-coordinate is negative while the y-coordinate is lower than -1. That point is...
(-2, -5)
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In the provided diagram, the lines colored green demonstrate a positive slope, while the red lines do not.
Answer:
(1, 15) (12, 3) (-2, -5)
Step-by-step explanation:
I used Desmos for this, but my answer was lost for some reason.
(-3, 1) and (5, -2) indicate a negative slope when passing through (0, -1).
In contrast, (12, 3), (1, 15), and (-2, -5) show a positive slope when they pass by (0, -1).
Hope this is helpful:)
In this scenario, we start with the following expression:
The first step involves evaluating the quadratic component.
Next, we have:
The following step is to subtract the two resultant values:
It is clear that the outcome of this operation is a negative value.
Answer:
The expression results in:
The flea experiences an acceleration of 1,000 m/s².
This scenario involves motion with constant acceleration.
The relevant variables include the following.
We know the flea attains a takeoff velocity of 1.0 m/s over a distance of 0.50 mm.
The flea starts from rest, so the initial velocity is zero. The question asks for the flea's acceleration during leg extension.
The equation we apply is:
First, convert 0.50 mm to meters:
Solution steps:
Rearrange the formula to isolate acceleration (a).
Insert the given values into the rearranged equation.
This yields the flea's acceleration as 1,000 m/s².
Keywords: flea, jumping, leg extension, takeoff velocity, initial speed, displacement, acceleration, constant acceleration, unit conversion
