Perfect squares & estimating square roots

Question 1

What is the square root of 1?

Answer 1

1(same)

Question 2

What is the square root of 2?

Answer 2

4(2x2)

Question 3

What is the square root of 3?

Answer 3

9(3x3)

Question 4

What is the square root of 4?

Answer 4

16(4x4)

Question 5

What is the square root of 5?

Answer 5

25(5x5)

Question 6

What is the square root of 6?

Answer 6

36(6x6)

Question 7

What is the square root of 7?

Answer 7

49(7x7)

Question 8

What is the square root of 8?

Answer 8

64(8x8)

Question 9

What is the square root of 9?

Answer 9

81(9x9)

Question 10

What is the square root of 10?

Answer 10

100(10^2 & the default for estimating decimal roots)

Question 11

What is the square root of 11?

Answer 11

121(11x11)

Question 12

What is the square root of 12?

Answer 12

144(12x12)

Question 13

What is the square root of 13?

Answer 13

169 (remember 169,196 )

Question 14

What is the square root of 14?

Answer 14

196 (remember 169,196 )

Question 15

What is the square root of 15?

Answer 15

225

Question 16

What is the square root of 16?

Answer 16

256 (remember 256 gb usb)

Question 17

What is the square root of 17?

Answer 17

289

Question 18

How to estimate the square root of 20?

Answer 18

Find the square’s numbers it is in between and estimate what the decimal answer is on a number line

Question 19

How to change √0.36 to a fraction?

Answer 19

see ending fraction place (tenth,hundreth,thousanth, ect…) and for this one it is hundreth so that means over 100. So, it will be 36/100 and both are perfect squares so, 6/10 would be the simplified version. The decimal answer would be 0.6

Question 20

How to write √1.44 as a fraction?

Answer 20

see ending fraction place (tenth,hundreth,thousanth, ect…) and for this one it is hundreth so that means over 100. So, It will be 144/100 and both are perfect squares so, 12/10 would be the simplified version. The decimal answer would be 1.2

Question 21

How to write √0.4 as a fraction?

Answer 21

√4/10

Question 22

How to estimate decimal roots?

Answer 22

Find the estimate of decimal to fraction which is always over 100, then find the answer of the top fraction’s √ by estimating imperfect squares

Question 23

How to find a number who’s square root is in between two numbers?, for example in between 0.8 & 0.9

Answer 23

The easy way is to find 0.8^2 & 0.9^2 so you get 0.64 & 0.81, Now pick any number in between theese two for example 0.7, to be exact find 0.85’s square root for an exact answer.

Question 24

If 1.44 is the area of a square, what is the side length?

Answer 24

√144/100 is 12/10 or 1.2

Question 25

If 0.3m is the side length then what is the area of the square

Answer 25

0.3^2 = 0.09m^2

Question 26

What is the default for base of a fraction while estimating decimal roots for numbers like √0.4?

Answer 26

100, for example √0.4 = √0.40 = 40/100

Question 27

If 4.3 is the side length of a square what is the area?

Answer 27

The area would be 4.3^2