If 2,3 4,0 are the points that lies on equation px+qy=1 find value of p and q then plot the graph of equation so obtained.
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Point (2, 3) lies on the line px + qy = 1
∴p×2 +q×3 = 1⇒2p +3q= 1 ...1
Again, point (4, 0) lies on the line px + qy = 1
∴p×4 +q×0= 1⇒4p = 1 => p= 1/4 ...2
Substituting the value of p in equation (1), we get:
2p +3q= 1⇒2×1/4 +3q =1
1/2+3q=1=>1+6q=2=>6q=1=>q=1/6
∴ p = 1/4 and q = 1/6
∴p×2 +q×3 = 1⇒2p +3q= 1 ...1
Again, point (4, 0) lies on the line px + qy = 1
∴p×4 +q×0= 1⇒4p = 1 => p= 1/4 ...2
Substituting the value of p in equation (1), we get:
2p +3q= 1⇒2×1/4 +3q =1
1/2+3q=1=>1+6q=2=>6q=1=>q=1/6
∴ p = 1/4 and q = 1/6
sakshikhugshal2:
Can you plz find solution of so obtained equation so I can make graphs
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