Maybe this will be easier to answer than my other post without much context, there is two triangles as shown at the top of the image, one with side length 3 and one with 6, P is the point where the triangles meet. You are asked to maximize theta (the angle between the two triangles) by moving P. I have done the derivative of theta but I am not sure what to set it equal to. 0 doesn't seem to make sense and it can only be between 0 and pi because the max angle if no triangles were there would be 180 degrees or pi so please help. This should give a lot more context than my other version of this question.
Maybe this will be easier to answer than my other post without much context, there is two triangles as shown at the top of the image, one with side length 3 and one with 6, P is the point where the triangles meet. You are asked to maximize theta (the angle between the two triangles) by moving P. I have done the derivative of theta but I am not sure what to set it equal to. 0 doesn't seem to make sense and it can only be between 0 and pi because the max angle if no triangles were there would be 180 degrees or pi so please help. This should give a lot more context than my other version of this question.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Maybe this will be easier to answer than my other post without much context, there is two triangles as shown at the top of the image, one with side length 3 and one with 6, P is the point where the triangles meet. You are asked to maximize theta (the angle between the two triangles) by moving P. I have done the derivative of theta but I am not sure what to set it equal to. 0 doesn't seem to make sense and it can only be between 0 and pi because the max angle if no triangles were there would be 180 degrees or pi so please help. This should give a lot more context than my other version of this question.
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