Multiply and simplify if possible. √7x (√x-7√7)
thank you so much, and I really appreciate the way you are explaining the answer to me.
\[\sqrt{7x} =\sqrt{x-7\sqrt{7}}\]THIS? OR what?
Can you just draw it or use equation editor, because I don;t get the question.
you got it correct, but there is no equal sign, and the ending is in para. strange isn't it. let me post it again
\[\sqrt{7x}\sqrt{x-7\sqrt{7}}~~~like~~this?\]
yes, that's it
\[\sqrt{7x} \times \sqrt{x-7\sqrt{7}}\]I don;t think there is a way to simplify this.
Actually, my bad....
\[\sqrt{7x} \times \sqrt{x-7\sqrt{7}}~~~~->~~~~~\sqrt{\color{red} {{7x \times (x-7\sqrt{7})}}}\]
ok, so it cannot be simplified, hmmm let me write this one.
\[\sqrt{7x^2-49x \sqrt{7}}\]I think that's the most I can simplify, that's it, and that's the answer.
It could be, see my replies?
\[I~~USED:~~~\sqrt{a} \times \sqrt{b}=\sqrt{a \times b}\]
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