Projectile on an Incline question

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To solve the projectile motion problem on an incline, start by breaking down the initial velocity into its components relative to the incline. Use kinematic equations to analyze the motion, considering the angle of 40 degrees for the incline and the 60-degree angle of the projectile's launch. Visualizing the scenario with a diagram can clarify the relationships between the angles and distances. Focus on calculating the maximum height reached relative to the incline to determine the perpendicular distance. Understanding these concepts will facilitate finding the solution effectively.
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Question:

A projectile is fired down an incline which makes an angle of 40 degrees to the horizontal. The initial velocity of the projectile has a speed of 10m/s and makes an angle 60 degrees to the incline. Calculate the maximum perpendicular distance of the projectile from the incline.

Note:

I don't even know how to start solving this question and I'm not sure which formulas I should be using. If anyone can provide some hints as to how to start solving this question and the methods to get to the solution, that would be very helpful. Thanks.
 
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The equations you use are just the normal kinematic equations. It is a bit more complicated with all the angles involved. Drawing a picture of this will also help you visualise the question better.
 
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