Step 1:

The plane passes through the point

The plane equations are

.

.

The cross product of two normal vectors is the direction vector for the line of intersection.

The normal vectors of two planes are

.

The cross product of two vectors is

The directional vector of two planes is .

Step 2:

The line equation passes through point  and direction vector is \ \

.

The line equation passes through and directional vector is \ \

.

The line equation is .

Solution: \ \

The line equation is . \ \