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Answer :
Final answer:
In geometry, bisecting a line segment divides it into two equal parts. Therefore, if a line bisects a segment of 41.0 units at a point, each resulting segment would be half the original length - 20.5 units.
Explanation:
You asked: 'Line T bisects segment QP at point M. If QP = 41.0, then what is QM equal to?' In geometry, to bisect something means to divide it into two equal parts. Therefore, if Line T bisects segment QP at point M, that means segment QM and segment MP are equal in length. Since we know that the length of segment QP is 41.0, then the length of segment QM would be half of 41.0, to make both segments equal in length.
Let's calculate:
QM = QP / 2 = 41.0 / 2 = 20.5.
So, if Line T bisects segment QP at point M and QP = 41.0, then QM equals 20.5.
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