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Mathematical Expression Editor
1 : Factor the following radicand to force the type two radical into being a
type one radical:
You should have all linear factors above. In particular you should
not have any factors higher than degree 1 polynomials. Essentially you can treat the
radicand as if it were a polynomial factoring problem and factor the polynomial just
like you would have normally.
Note: Repeated factors should be entered in distinctly for the validator.
For example, instead of writing something like you should enter it in as .
2 : Factor the following radicand to force the type two radical into being a type
one radical:
You should have all linear factors above. In particular you should not
have any factors higher than degree 1 polynomials. Essentially you can treat the
radicand as if it were a polynomial factoring problem and factor the polynomial just
like you would have normally.
Note: Repeated factors should be entered in distinctly for the validator.
For example, instead of writing something like you should enter it in as .
3 : Factor the following radicand to force the type two radical into being a type
one radical:
You should have all linear factors above. In particular you should not
have any factors higher than degree 1 polynomials. Essentially you can treat the
radicand as if it were a polynomial factoring problem and factor the polynomial just
like you would have normally.
Note: Repeated factors should be entered in distinctly for the validator.
For example, instead of writing something like you should enter it in as .