Question

Q1 Find the value of ✓0.0196​

Answer 1

Answer:

$\sqrt{0.0196} \: = 0.14$

Step-by-step explanation:

Here we will calculate the square root of 0.0196 (√.0196) and explain why the square root of 0.0196 is greater than 0.0196.

0.0196 can be divided into two parts. The number before and the number after the decimal point. The number before the decimal point is the whole number, and the number after the decimal point is the decimal part:

0 = Whole Number

0196 = Decimal Part

A number (x) where the whole number is not 0, is

greater than the square root of the number (x):

√0.0196 = 0.14

As you can see, 0.14 is greater than 0.0196. Thus, two larger numbers multiplied together equals a smaller number! So, how is it possible that the square root of 0.0196 is greater than 0.0196?

To explain, we start by giving you a small division lesson. A division problem has a dividend, a divisor, and a quotient, like this:

dividend ÷ divisor = quotient

Looking at the division equation above, you can conclude that if the dividend increases by a larger amount than the divisor, then the quotient will increase. Furthermore, if the dividend increases by a smaller amount than the divisor, then the quotient will decrease.

49 divided by 2500 equals 0.0196, thus we can make it into a division problem like this:

√49 ÷ √2500 = √0.0196

49 ÷ 2500 = 0.0196

Answer 2

Step-by-step explanation:

the correct answer is 0.14

u can get it by doing long division