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The reason ehy the point (−1,3π2) lies on the polar graph r=1+cosθ even though it does not satisfy the equation.
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The coordinates of the point in the \(\displaystyle{x}
Consider the bases B=([23],[35])ofR2 and C=([110],[101],[011])ofR3. and the linear maps S∈L(R2,R3) and T∈L(R3,R2) given given (with respect to the standard bases) by [S]E,E=[2−15−3−32] and [T]E,E=[1−1111−1] Find each of the following coordinate representations. (b)[S]E,C (c)[S]B,C
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