Point P is on line segment \overline{OQ}
OQ
. Given OP=6,OP=6, OQ=4x-3,OQ=4x−3, and PQ=3x,PQ=3x, determine the numerical length of OQ. how do I solve this? Do I add/ Or subtract? Since I know I have to put it in an equation of some sort.
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Om SAI RAM.
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Answer:
x = 9
OQ = 33
PQ = 27
Step-by-step explanation:
Given point P is on line segment OQ
=> P lies between O & Q
<---------4x - 3 --------->
O P Q
<---- 6 ----><---- 3x --->
OP = 6
OQ = 4x - 3
PQ = 3x
OQ = OP + PQ
=> 4x -3 = 6 + 3x
=> x = 9
OQ = 4 * 9 - 3 = 33
PQ = 3*9 = 27
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