The angle between the lines whose direction consider satisfy equations and is
Explanation for correct answer Option(s)
Find the angle between the line.
Consider the given Equation as,
Now substract and on both sides of the equation (1).
Substitute the value of in the Equation (2) becomes
Substitute in the equation (3)
Since, the Equation satisfies
Substitute in the Equation (3) becomes
Since, the Equation satisfies
The Equation satisfies
To find the value of , We have
Substitute, in the above Equation
Hence, the angel between the lines is
Therefore, the correct answer is Option A.