square root by long division method for class 8 Step 1 Write the number 169 inside the division symbol below the division bar Step 2 Make pairs of 2 digits from the right hand side In this case 69 is one pair leaving 1 stand alone Step 3 Now think of a number and divide 1 with such a number so that it gives 1 or a number less than 1
865K views 2 years ago Class 8 chapter 6 Squares and Square roots This video explains long division method of finding square roots Class 8 more Solution i 12544 By using the long division method the square root of 12544 12544 112 ii 97344 By using the long division method the square root of 97344 97344 312 iii 286225 By using the long division method
square root by long division method for class 8
square root by long division method for class 8
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Ex 6 4 1 Find Square Root Of 900 By Division Method Teachoo
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Find The Square Root Of 92416 By Long Division Method Maths Squares
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The largest square less than or equal to the first group is 1 for 3 then take the square root of 1 as the divisor and quotient and write this quotient 1 above the first group 3 1 1 bar 3 bar 61 Step 3 Then we will calculate the product of the divisor and quotient In this example i e 1 x 1 1 In this video we will learn how to find the Square Root of a number by Long Division Method I have calculated the square root of two numbers in this video Sq
Karun mathews777 We find the zeros and such for a quadratic because that gives us the tools to start solving polynomial equations in general which come up a lot in science and math and knowing how to solve a quadratic is very useful in solving such questions which can also be used to model real life phenomena SQUARE ROOTS BY LONG DIVISION METHOD FOR CLASS 8 MATHS PW Square and square roots of Class 8 Obtain the number whose square root is to be computed Place bars over every pair of digits starting with unit digit For example Think of the largest number whose square is less than or equal to the first pair
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Find the square root of the following numbers using long division method 1 12321 2 16384 3 65536 4 474721 5 145161 6 2116 7 55225 8 7744 9 106276 10 278784 Answers 1 111 2 128 3 256 4 689 5 381 6 46 7 235 8 88 9 326 10 528 Given an integer X which is a perfect square the task is to find the square root of it by using the long division method Examples Input N 484 Output 22 22 2 484 Input N 144 Output 12 12 2 144 Unmute Approach Long division is a very common method to find the square root of a number
To find the square root using the long division method follow these steps 1 Group the digits in pairs starting from the unit digit and find the largest number whose square is less than or equal to the first pair 2 Write this number as the divisor and also as the quotient 3 Long Division Method is a method of calculating the square root of a number which can be the product of prime numbers It is the easiest and fastest way to calculate the square root of multiple digit numbers This includes dividends divisors quotients and remainders Unmute
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square root by long division method for class 8 - The largest square less than or equal to the first group is 1 for 3 then take the square root of 1 as the divisor and quotient and write this quotient 1 above the first group 3 1 1 bar 3 bar 61 Step 3 Then we will calculate the product of the divisor and quotient In this example i e 1 x 1 1