tiaholmes31
03.05.2020 •
Mathematics
Consider the diagram below and find the m CGE
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Ответ:
It's 61
Step-by-step explanation:
Let me know if you need an explanation.
Please mark as brainliest if this helped! Thank you!
Ответ:
Correct choices are and
Step-by-step explanation:
Consider all options.
1. Simplify the equation of parabola
Vertex coordinates are (1,3), p=4, then focus coordinates are (1,1) (parabola branches go down in y-direction). This option is false, because vertex and focus lie in Ist quadrant.
2. Simplify the equation of parabola
Vertex coordinates are (3,-2), p=8, then focus coordinates are (-1,-2) (parabola branches go left in x-direction). This option is true, because vertex lies in IVth quadrant and focus lies in 3rd quadrant.
3. Simplify the equation of parabola
Vertex coordinates are (9,-5), p=18, then focus coordinates are (0,-5) (parabola branches go left in x-direction). This option is false, because vertex lies in IVth quadrant and focus lies on the y-axis.
4. Simplify the equation of parabola
Vertex coordinates are (-4,-7), p=16, then focus coordinates are (-4,1) (parabola branches go up in y-direction). This option is true, because vertex lies in 3rd quadrant and focus lies in 2nd quadrant.
5. Simplify the equation of parabola
Vertex coordinates are (-5,-2), p=8, then focus coordinates are (-1,-2) (parabola branches go right in x-direction). This option is false, because vertex and focus lie in 3rd quadrant.
6. Simplify the equation of parabola
Vertex coordinates are (-5,5), p=12, then focus coordinates are (-5,-1) (parabola branches go down in y-direction). This option is true, because vertex lies in 2nd quadrant and focus lies in 3rd quadrant.