How do you simplify $5 \sqrt{19} + 4 \sqrt{28} - 8 \sqrt{19} + \sqrt{73}$ $5sqrt19+ 4 sqrt28 - 8sqrt19 + sqrt73$ ?

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Answer 1 · 2017-05-22T14:28:59

-3 $\sqrt{19}$ $sqrt19$ + 8 $\sqrt{7}$ $sqrt7$ + $\sqrt{73}$ $sqrt73$

5 $\sqrt{19}$ $sqrt19$ - 8 $\sqrt{19}$ $sqrt19$ + 4 $\sqrt{4 X 7}$ $sqrt (4X7$ + $\sqrt{73}$ $sqrt73$

= (5 - 8) $\sqrt{19}$ $sqrt19$ + 4 X 2 $\sqrt{7}$ $sqrt7$ + $\sqrt{73}$ $sqrt73$

= -3 $\sqrt{19}$ $sqrt19$ + 8 $\sqrt{7}$ $sqrt7$ + $\sqrt{73}$ $sqrt73$

How do you simplify 5sqrt19+ 4 sqrt28 - 8sqrt19 + sqrt735√19+4√28−8√19+√735sqrt19+ 4 sqrt28 - 8sqrt19 + sqrt73?