Answer: choice c. GT
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Explanation:
A median is a segment that runs from a vertex point to the midpoint of the opposite side. Segment GT starts at the vertex G and goes to the midpoint T. We know that T is a midpoint since FT and TH are both 3 units long
since FT = TH, we know that FT is half as long as FH; or put another way, FH is twice as long as FT.
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Extra info
* Segment HS is an angle bisector: it cuts angle GHF in half.
* If you have two median lines, then you can find the centroid of the triangle.
So long as you remember that distances are always zero or positive, the order in which you subtract one x-coordinate from another does not matter.
Example: |A-B| = |B-A|.
Communication of this situation is clearer, however, if you write algebraically larger x-coordinate first and the subtrahend second.
Answer:
The first answer in your list of possible options: (0.7, -1.7)
Step-by-step explanation:
Notice that the crossing of the two lines takes place in the fourth quadrant, therefore since the solution to the system is the point where both lines intersect, the solution should have a positive x-value, and a negative y-value to belong to the fourth quadrant.
Then, we need to look at the tick mark labels for the horizontal and vertical axes. based on such, realize that the x value needs to be between the values 0.5 and 1, while the y-value needs to be between -1.5 and -2.
Therefore, (0.7, -1.7) is the closer value one can find from the graph.
The answer is 30
Hope this helps
Answer:
d=(0,3)
Step-by-step explanation:
