a505e7…: “As per an exciting expression”

1 : Factor the following radicand to force the type two radical into being a type one radical: $\sqrt {\sage {p1rad}} = \sqrt {\answer {\sage {p1f1}}}$

You should have all linear factors above, although Xronos may accept less factored forms due to how evaluation is currently working. I am working on improving the validation of this question type, but for now all factors should be linear. In particular you should not have any factors higher than degree 1 polynomials.

2 : Factor the following radicand to force the type two radical into being a type one radical: $\sqrt {\sage {p2rad}} = \sqrt {\answer {\sage {p2f1}}}$

You should have all linear factors above, although Xronos may accept less factored forms due to how evaluation is currently working. I am working on improving the validation of this question type, but for now all factors should be linear. In particular you should not have any factors higher than degree 1 polynomials.

3 : Factor the following radicand to force the type two radical into being a type one radical: $\sqrt {\sage {p3rad}} = \sqrt {\answer {\sage {p3f1}}}$

You should have all linear factors above, although Xronos may accept less factored forms due to how evaluation is currently working. I am working on improving the validation of this question type, but for now all factors should be linear. In particular you should not have any factors higher than degree 1 polynomials.