Square Root Of 147

Math help please? 3

147/100

36/121

š147 / ˆš3

8à šx

er, the square root of 147/100 is equal to the square root of 147 on the square root of 100. Since 147 is not a perfect square, but it has two 7s, you can subtract 7. The square root (SqRt = simple) is 10 out of 100, so # 1 7SqRt3 is divided by 10.

# 2 36 and 121 are perfect squares, so the answer is 6/11.

Let # 3 SqRt147 be 7SqRt3. Therefore, Rt3 is canceled and the answer is 3.

8SqRtx can be omitted # 4 in 3x, resulting in 8xSqRtx minus (eliminating 9) 9xSqRtx

Since the share of two SqRts is x, you can subtract minus (8x9x) = 1x. The answer is xSqRtx.

I will not give the correct answer, but try to divide the numbers by chi. Since the square root of 36 is 6, 6 will be divided by 121. Then find the perfect square in 121, like 100, and solve until you solve more. This cannot be a valid number. You may have another one.

I'm not sure, but I think so.

An example is number 1,

1. Find the square root of 147.

2. Round or not and divide by 100.

3 The answer is 0.121

I'm only in 9th grade so I don't know. Just guess.

1) 147/10

2) 11/6

3) 21/3 = 7

4) 8x 2 9x 2 = x 2

Hurry up, maybe wrong.

Square Root Of 147

Square Root Of 147

You don't have to divide the terms first, just find the square root of each term separately and then divide.

1 = 0.12

# 2 = 0.050

# 3 =? Sorry

Square Root Of 147