### Finding the 2 Consecutive Integers the A Square Root**Square root describes a worth that when multiplied by itself, the answer is the initial number. ~ above the other hand, many numbers room non-perfect square. This means that your square roots space not exact and not a entirety number. These are the steps to find the two consecutive integers whereby the square root of non-perfect square number lie.Find the nearest reduced perfect square number. Offer the square source of the nearest lower perfect square number.The two integers space the square source of it and the following number to it. Come understand more how to come up v the answers, below is the step-by-step guide:1. 120The nearest lower perfect square number is 100.\u221a100 = 1010 and also 112. 56The nearest reduced perfect square number is 49.\u221a49 = 77 and 83. 19The nearest reduced perfect square number is 16.\u221a16 = 44 and 54. 240The nearest lower perfect square number is 225.\u221a225 = 1515 and 165. 80The nearest reduced perfect square number is 64.\u221a64 = 88 and also 96. 27The nearest reduced perfect square number is 25.\u221a25 = 55 and 67. 199The nearest lower perfect square number is 196.\u221a196 = 1414 and 158. 38The nearest reduced perfect square number is 36.\u221a36 = 66 and also 79. 102The nearest reduced perfect square number is 100.\u221a100 = 1010 and 1110. 11The nearest lower perfect square number is 9.\u221a9 = 33 and 4Examples the square source of numbers:https:\/\/mmsanotherstage2019.com\/question\/326703https:\/\/mmsanotherstage2019.com\/question\/326712#mmsanotherstage2019.comEveryday"}>" data-test="answer-box-list">**

You are watching: Between which two consecutive integers does lie

√120 = 10 and also 11√56 = 7 and 8√19 = 4 and 5√240 = 15 and also 16√80 = 8 and also 9√27 = 5 and also 6√199 = 14 and 15√38 = 6 and 7√102 = 10 and 11√11 = 3 and 4Finding the two Consecutive Integers the A Square Root

You are watching: Between which two consecutive integers does lie

√120 = 10 and also 11√56 = 7 and 8√19 = 4 and 5√240 = 15 and also 16√80 = 8 and also 9√27 = 5 and also 6√199 = 14 and 15√38 = 6 and 7√102 = 10 and 11√11 = 3 and 4Finding the two Consecutive Integers the A Square Root

**Square root**** **refers to a value that when multiplied through itself, the answer is the original number. ~ above the other hand, most numbers room non-perfect square. This method that your square roots room not exact and also not a whole number. These are the measures to uncover the 2 consecutive integers wherein the square source of non-perfect square numbers lie.

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Give the

**square root**of the nearest reduced perfect square number.The 2 integers room the square root of it and the following number to it.

To understand more how to come up with the answers, listed below is the step-by-step guide: