Explanation: Square roots of prime numbers are irrational. Answer link. iOS.
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Explanation: Since 187 = 11 ⋅ 17 →. √187 √17 = √187 17 = √ 11 ⋅ 17 17 = √11. Answer link. iOS.
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sqrt(17) is an irrational number. That is, it is not expressible in the form p/q for some integers p and q with q != 0. sqrt(17) is irrational essentially as a consequence of 17 being prime - that is having no positive factors apart from 1 and itself. Here's a sketch of a proof: Suppose sqrt(17) = p/q for some integers p, q, with q != 0. Without loss of generality, p, q > 0 and p and q have no ...
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(square root 2 - 2)^2 c. (square root 100)/5 d. square root 3 e. (3 + square root 3)^2 \int_0^\frac{1}{3} \sqrt {4 - 9x^2} = a \sqrt c + b \pi where a and b are rational numbers, and c is a whole o number. Find a, b, and c. Is the square root of 362 a real number, irrational number, rational number, integer, whole number and or counting number?
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Honest answer: get a calculator, type in 17 then hit the square root button; however for a manual mechanical process see below. Find the largest integer which when squared is not greater than the number for which you are trying to find the square root. Since in this case the number for which we are trying to find the square root is 17 the largest such integer is 4. Set up as if doing long ...
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Explanation: Actually 17 has two square roots. We call the positive one √17 ≅4.123. The negative one is −√17 ≅ − 4.123. sqrt (17) ~= 4.123 is the number which when squared gives 17 It is an irrational number. That is, it cannot be expressed as p/q for integers p and q with q!=0 Actually 17 has two square roots.
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The square root of 17 is an irrational number slightly larger than 4. The closest perfect square to 17 is 16. The square root of 16 is 4.
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37 people found it helpful. coolbarbarian99. report flag outlined. 4.12 is the correct answer . The accurate value is 4.12310562561766. This is the answer. report flag outlined. Advertisement.
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For example: √17 ≈ [4; 8,8] = 4 + 1 8 + 1 8 = 4 + 8 65 = 268 65 = 4.1¯¯¯¯¯¯¯¯¯¯¯¯230769. Actually: √17 ≈ 4.12310562561766054982. Answer link. sqrt (17) is not simplifiable and is irrational. We can calculate rational approximations like: sqrt (17) ~~ 268/65 ~~ 4.1231 Since 17 is prime, it has no square factors, so sqrt (17 ...
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Read more on Brainly.in. Find the square root of 7,60,384. Use this to find the value of √76.0384 -√0.760384. - brainly.in/question/18550006. Advertisement. Eilamnidhyasrr. 3+2√2 is the answer. hope it help you. Advertisement.
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