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Demonstrate using your own unique example how to divide a segment by a given ratio. Be sure to provide coordinates and a ratio that does not have a numerator or denominator of 1.
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like in trig?
I'm in Geometry rn
so like take any segment , and let's say you want 4/7ths of it?
so like the golden ratio
Let's say you have segment AB of unknown length ...|dw:1463947623476:dw| you wantto divide this segment into two parts (4/7 and 3/7th of the original)
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Draw a different segment BC of length 7|dw:1463947981477:dw|
|dw:1463948174334:dw| Point P lies on BC such that BP=4. Draw a line through P parallel to AC ... it intersects AB at Q \[BQ = \frac47AB\]
This uses the Triangle proportionality theorem
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