Algebra Archive: Questions from January 11, 2023
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Compute \( \left(T_{3} \circ T_{2} \circ T_{1}\right)(x, y) . T_{1}(x, y)=(-5 y, 6 x, x-5 y) \), \( T_{2}(x, y, z)=(y, z, x), T_{3}(x, y, z)=(x+z, y-z) \)2 answers -
If \( p(z)=10 z^{5}-z \), find \( p\left(10^{t}\right) \) and simplify if possible. \[ p\left(10^{t}\right)= \]2 answers -
Compute \( \left(T_{3} \circ T_{2} \circ T_{1}\right)(x, y) . T_{1}(x, y)=(-5 y, 6 x, x-5 y) \), \( T_{2}(x, y, z)=(y, z, x), T_{3}(x, y, z)=(x+z, y-z) \)2 answers -
2 answers
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2 answers