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Factorize 180 a square -50 |
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Answer» We define factors of square root of 180 as any integer (WHOLE number) or square root that you can evenly divide into square root of 180. Furthermore, if you divide √180 by a factor of √180, it will RESULT in another factor of √180.FIRST, we will find all the square roots that we can evenly divide into square root of 180. We do this by finding all the factors of 180 and add a radical (√) to them like this:√1, √2, √3, √4, √5, √6, √9, √10, √12, √15, √18, √20, √30, √36, √45, √60, √90, and √180Next, we will find all the INTEGERS that we can evenly divide into square root of 180. We do that by first identifying the perfect square roots from the list above:√1, √4, √9, √36hope it's helpful for youplzz mark my ANSWER as brainliest |
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