the coordinates of the vertices after the given transformation are:
- H' (4, -1)
- I' (4, 3)
- G' (1, 0)
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How to get the coordinates of the vertices after the transformation?</h3>
First, we can identify the original vertices, which are:
- H (4, 1)
- I (4, -3)
- G (1, 0)
Now we apply a reflection across the x-axis, it will only change the sign of the y-component of each of the above points, then the coordinates of the vertices after the given transformation are:
- H' (4, -1)
- I' (4, 3)
- G' (1, 0)
If you want to learn more about transformations:
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The answer is -6 you substitute the x for -4 and multiply 3•-4=-12 +6 =-6
Answer:
Step-by-step explanation: X=2
Answer:
Step-by-step explanation:
I'm assuming that non-linear means that there is some type of association between the dots, they are just not in a straight line. Now, they definitely are NOT in a straight line, but they do appear to be falling in an exponential pattern. I would say that this is a non-liner association (exponential decay, to be specific).
3 bowling pins would be equal to the weight of the bowling ball.
You find the answer by dividing the amount that a bowling ball weighs (5.61 kg) by the amount that a bowling pin weighs (1.57 kg) which would give you 3 remainder 57 .. So it's 3.