Answer :
Answer:
What is the distance from the given zero to the line of symmetry?
7
What is the other zero of the quadratic function?
-10
We want to study a quadratic function given that we know the line of symmetry and a zero of it.
The distance between the known zero and the line of symmetry is 7 units, and with this. we can see that the other zero is at x = -10
We know that the line of symmetry is at x = -3, and it has a zero at x = 4.
First, we want to know the distance from the given zero to the line of symmetry.
This is given by the difference between the two values:
4 - (-3) = 4 + 3 = 7
The distance is 7 units.
Remember that the line of symmetry "cuts" the graph in two equal halfs, then if one zero is at 7 units of the line, the other zero is also at 7 units of the line (but in the other direction).
Then the other zero is at:
-3 - 7 = -10
The other zero is at x = -10
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