Mathematics: What is the square root of 75 to the nearest integer

What is the square root of 75 to the nearest integer

Ответ:

michellemonroe012305

11.03.2022

5√3 is the correct answer. First you had to find the prime factorization of 75, and it gave us, 3*5^2=5*5=25*3=75 , or $=\sqrt{5^2*3}$ . Then you can use apply radical rule, and it gave us, $\sqrt{3} \sqrt{5^2}$ , or $\sqrt{5^2}=5$ , and it gave us the answer is 5√3 is the correct answer. Hope this helps! And thank you for posting your question at here on , and have a great day. -Charlie

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netflixacc0107

19.11.2020

Mathematics

They have different angle's degrees acute are degrees lesser than 90°, and right angle are 90° only, and obtuse angles are angle degrees more than 90° degrees

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What is the square root of 75 to the nearest integer

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