.. i need help finding the geometric mean of [4\sqrt{3}\] and [10\sqrt{3}\]
Hint: To find the geometric mean of two numbers, a and b, set up the following proportion: \(\large\frac{a}{x} = \frac{x}{b}\)
Then cross multiply. In this case a = \(4\sqrt{3}\) b = \(10\sqrt{3}\)
but i still dont understand it.
You don't know how to substitute numerical values for variables into the given formula?
yes i have that part
Okay, so you don't know how to cross multiply?
i got the answer . thank you
You got the answer? How?
Did you do it yourself or did you use some other program? I suspect you used some other program. You're too confident in your answer, which you didn't even consider asking me whether or not it was correct.
i did it my self i got 10.95 rounded up to 11.0
it came to x^2=120 the square root of 120 is 10.954
They gave you the problem in radicals, so your result should also be in radicals.
2sqrt 30
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