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square root of 50 minus square root of 18
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$$\sqrt50-\sqrt18 \\= 5\sqrt2-3\sqrt2\\=2\sqrt2$$ $$\explanation$$ : In this type of question try to factorise the number under the roots lets take for eg: 50=5*5*2 which is $$\sqrt{5^2*2}\\=\sqrt{5^2}.\sqrt2\\\ we \ know\ that\sqrt{5^2} \ is \ 5. $$ hence do the same for the next and you will find the solution. I hope I was able to give the explanation well.
@Andrewlanni Do check the solution.
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