If the measure of angle ACB is 90°, then which expression represents the value of g? triangle ACB, point E is on segment AC betw
een points A and C and point D is on segment BC between points B and C, creating segment ED, CE equals h, EA equals j, CD equals k, DB equals m, ED equals g, and AB equals f
g equals f over 2
g = 2f
g equals j over h
g equals k over m
g equals f over 2
g = 2f
g equals j over h
g equals k over m
1 answer:
Response:
Detailed explanation:
The problem is illustrated in the accompanying diagram
Assuming point E is the midpoint of AC and point D as the midpoint of BD
thus
we have established that
According to the Triangle Midpoint Theoremthe segment linking the midpoints of two sides in a triangle is parallel to the third side and is half its length
In this scenario, the segment ED joins the midpoints of the triangle's sides
therefore
ED runs parallel to AB, and ED measures half the length of AB
we possess
inserting the provided values
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Answer:
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Step-by-step explanation:
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