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10. A straight line is parallel to the lines 3x – y - 3 = 0 and 3x – y + 5 = 0 and lies between
them. Find the equation of the line if its distances from these lines are in the ratio 3:5.
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diotona
from the originis
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Answer:
I will give hint...you have to do full
Explanation:
Let first line be A and second line be B and the lines which are parallel to these lines are 3x-y+n=0. (Take it as Line Q). and the now coming to sum the distance between Q from A and B are in the ratio is 3:5. so ...
Distance between lines formula...| c1-c2| /√(Coefficient of x)^2 +( coefficient of y)^2 .....i.e |3-n|/ |5-n| =3/5 ...
solve and get Value of n ...
All the best...
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