S(4,10), Q (12,6) and S-T-Q. Find the ratio in which T (6, 9) divides the segment SQ(ITS URGENT )
Answers
Step-by-step explanation:
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Given: S(4,10), Q (12,6) and S-T-Q.
T (6, 9)
To Find : Ratio in which T (6, 9) divides the segment SQ
Solution:
S-T-Q.
T is in between S and Q hence T divided internally S and Q
Assume that Ratio is k : 1
S(4,10), Q (12,6)
T (6, 9)
6 = ( 12k + 4 * 1)/(k + 1) or 9 ( 6k + 10 * 1)/(k + 1)
=> 6k + 6 = 12k + 4
=> 6k = 2
=> k = 2/6
=> k = 1/3
k : 1
1 /3 : 1
= 1 : 3
Ratio in which T (6, 9) divides the segment SQ is 1 :3
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