root of 12 Answer answer is 5 Step by step explanation Advertisement Find an answer to your question Root 12 root 3 is equal to
To find The product of 12 and 8 Solution The required product is 4 6 We can obtain the value by multiplying the given roots of 12 and 8 We will take out the squares formed and represent the product as follows The given numbers are 12 and 8 Using the values 6 2 12 12 1 12 But the question comes how can we find out the square root value of 12 First let us write the factors of 12 as given below 12 2 2 3 You can see in the above expression there is only one square number available on the right hand side Therefore the value of the root of 12 can be written as Square root of 12
root of 12
root of 12
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Simplify root 12 minus root 3 Get the answers you need now manadi6654 manadi6654 17 05 2020 Given 12 and 15 To find The product Solution The required product is 6 5 We can obtain the product by multiplying the terms given above
Find EMI on a loan of 5 00 000 to be paid in 2 years at 12 p a on the outstanding amount at the beginning of each months Order the following decimals from least to greatest 0 77 0 07 7 7 7 007 0 707 0 007 Rationalising factor can be defined as the the number which is need to be multiplied with an irrational number to produce a rational number as the product Given number 12 4 3 2 3 In 2 3 we have to eliminate 3 in order to rationalise the number For that a possible solution is to multiply the number with 3
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Since the given real numbers are and and we have to find the value of First we have to factorize the terms that are under square root 8 2 x 2 x 2 12 2 x 2 x 3 So substitute these values in we get Hence we have calculated that the value of is SPJ3 Prove that 12are irrational Let root 12 rational root 12 a b where a and b are coprime and b is not equal to 0 12 a b 12b a 12b 2 a 2 12 divides a 2 12 divide a Again a 12c a 2 144c 2 12b 2 144 c 2 b 2 12c 2 12 divides b 2 12 divide b We know that a and b r coprime so they should not have any factor except 1 and itself
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root of 12 - Find EMI on a loan of 5 00 000 to be paid in 2 years at 12 p a on the outstanding amount at the beginning of each months Order the following decimals from least to greatest 0 77 0 07 7 7 7 007 0 707 0 007