SOLVEDWrite each expression in simplest radical
72 In Simplest Radical Form. First we write the square root of 72 like this: 72 = (2*2*2*3*3) = ((2*2)*2*(3*3)).
Hence, √ 72 lies between √ 64 and √ 81, i.e., √ 72 lies between 8 and 9. 72 = (2*2*2*3*3) = ((2*2)*2*(3*3)). First we write the square root of 72 like this: Web simplify square root of 72 √72 72 rewrite 72 72 as 62 ⋅2 6 2 ⋅ 2. The largest perfect square of the factors of 72 is 36. Here is how to do that! So, √ 72 = √ (2 × 2 × 2 × 3 × 3) = 6 √ 2. Web here we answer what is the square root of 72 (√72) in simplest radical form? the square root of 72 in its simplest form means to get the number 72 inside the radical √ as low as possible. (this link will show the same work that you can see on this page) you can calculate the square root of any number , just change 72 up above in the textbox. We can write √450=√25·18=√25·√9·√2=5·3·√2=15 √2 or √450=√225·2=√225·√2=15 √2
Web what is the square root of 72 in the simplest radical form? 72 = (2*2*2*3*3) = ((2*2)*2*(3*3)). 10/3/2022 wiki user ∙ 6y ago study now see answers (3) best answer copy sqrt (72) = sqrt (36*2) = sqrt (36)*sqrt (2) =. We can write √450=√25·18=√25·√9·√2=5·3·√2=15 √2 or √450=√225·2=√225·√2=15 √2 Here is how to do that! Hence, √ 72 lies between √ 64 and √ 81, i.e., √ 72 lies between 8 and 9. 72 36 ⋅ 2 36 2 6 2. Therefore, the square root of 72 72 72 in simplest radical form is 6 2 6\sqrt{2} 6 2. Web 72 = 32 ⋅ 2 = 32 ⋅ 2 = 6 2. Therefore the simplest radical form of 72 would be: The answer is no, because √18 has a square number factor, 9, and √18=√9 √2=3 √2.
