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anonymous
 one year ago
The length of the median to the hypotenuse of a right triangle is half the length of the hypotenuse.Given: align='absmiddle'MNO is a right triangle with right 64706070000_files/i0160001.jpg. P is the midpoint of 64706070000_files/i0160002.jpg.
Prove: OP = 64706070000_files/i0160003.jpg
Plan: Place the right triangle in the coordinate plane with the vertex of the (a) __________ at the origin and (b) __________ along each axis. Since midpoints will be involved, use (c) ____ to name the coordinates for points M and N. Use the (d) _____ formula to find the coordinates o
anonymous
 one year ago
The length of the median to the hypotenuse of a right triangle is half the length of the hypotenuse.Given: align='absmiddle'MNO is a right triangle with right 64706070000_files/i0160001.jpg. P is the midpoint of 64706070000_files/i0160002.jpg. Prove: OP = 64706070000_files/i0160003.jpg Plan: Place the right triangle in the coordinate plane with the vertex of the (a) __________ at the origin and (b) __________ along each axis. Since midpoints will be involved, use (c) ____ to name the coordinates for points M and N. Use the (d) _____ formula to find the coordinates o

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