If the point P(a,5) lies on the line 2xā3yā5=0, then find the value of a.
5
7
8
10
If P(a,5) lies on the line 2x−3y−5=0,
So, the coordinates must satisfy the equation of the line.
⇒2a−3(5)−5=0
⇒2a−15−5=0
⇒2a=20
⇒a=10
Hence, the value of a is 10.
If the point (2k – 3, k + 2) lies on the line 2x + 3y + 15 = 0, find the value of k.
If the point P(5, k-2) lies on the line x−2y+1=0, then find the value of k.
If the point P(8, a) lies on the line x4+y5=1, then find the value of a.