Question

2. Find the geometric mean of the pair of numbers.
36 and 4 (1 point)22
17
12
32

3. What are the values of a and b?
(1 point)a = 8, b = 2√17
a = 18, b = 2√17
a = 8, b = 8√17
a = 64, b = 68

4. What is the value of x, given that ?
(1 point)x = 10
x = 20
x = 13
x = 25.5

5. What is the value of x?
(1 point)8
12
6
2

6. bisects NLM, LM = 18, NO = 4, and LN = 10. What is the value of x?
(1 point)7.2
45
5.43
2.22

7. What is the value of x

Answer 1

2. The geometric mean is found by multiply the pair then squaring the product.

The rest of the questions are incomplete. Please do provide the needed information to solve them.

Answer 2

By definition, the Geometric Mean (GM) G of two positive numbers (mos.) x and y is \[G=\sqrt{xy}.\]
Hence, the GM of 36 and 4 is \[\sqrt{36*4}=\sqrt{144}=12.\]