#what is the answer
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@restive mantle do you know about Pythagoras theorem (PGT)??
i do
As Jagrit said above, Pythagoras' theorem will work here. You know the length of the piece of wood and the initial distance to the wall, so you can also find the initial height.
Let's try solving it generally.
We are given the length l, the initial distance x and the change in height Δy. We need to find the change in length Δx.
Before we move the piece of wood, we have:
x^2 + y^2 = l^2
And after we move it:
(x + Δx)^2 + (y + Δy)^2 = l^2
So:
(x + Δx)^2 + (y + Δy)^2 = x^2 + y^2
Try expressing Δx from here.