Step 3:For the next divisor, add the previous divisor with the quotient. (9 + 9 = 18); place it as the new divisor with a blank on its right. Repeat the steps until all of the digits in the multiplier have been used up, shifting each intermediate product one digit to the left each time. To find the resulting product, find the sum of 3 individual product of multiplier and multiplicand. Let us represent √0.85 in p/q form i.e. √(85/100) = 0.85/10 = 0.922. Hence, the value of √0.85 = 0.922 What is the Square of the Square Root of 85? Question 2. 19 people will complete the work in 85 days. Then how many days do 5 people take to complete the same work?

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What Is the Square Root of 85?

This is perhaps the most complex step. Write down the product from the previous multiplication step, but shift it over beneath the problem so that the ones digit in the immediate product is below the multiplier digit. Find the product of multiplicand and 2nd least significant digit of 3-digit multiplier, and write down the product under the earlier product but the One’s place value of product should start from the Ten’s place value of multiplicand. Question 3 . Sita needs to buy some flowers within rs. 4930. A shopkeeper is selling each flower for rs. 85. Then how many flowers can Sita buy? We need to express 85 as the product of its prime factors i.e. 85 = 5 × 17. Therefore, as visible, the radical form of the square root of 85 cannot be simplified further. Therefore, the simplest radical form of the square root of 85 can be written as √85 Is the number 85 a Perfect Square? We are able to replace both Flat bed slats (Pine and Beech) and Beech sprung bed slats. Replacement Beech Sprung Bed Slats

Step 5:Bring down two zeros again and place it after 36, so that it becomes 3600. Take the new quotient 2 and add it to 182 [182 + 2 = 184]. Repeating the above steps, we need to fill the blank with a number such that when the new divisor is multiplied with the new quotient, the product is less than or equal to the dividend 3600. The number 85 is not a perfect square, so its valuecan be approximatedbetween 9 and 10. √85 = 9.21. The exact value of the square root of 85 can be calculated using long division. This method to find the square root of 85 is similar to the normal division, where the quotient represents the square root value. Further, since 85 is not a perfect square, the remainder is never 0 and the division process is concludedafter a few steps. Square Root of 85ByLong Division

Parts of a Multiplication Problem

Step 6:Repeat the process till we get the remainder equal to zero. This is how the square root of 85 up to two places is obtained by the long division method. Multiply the single digit and from the multiplier and the multiplicand to get an intermediate product.