F(x) = √6xg(x) = √24x
Find (f g)(x). Assume x ≥ 0.
OA. (f g)(x) = 72x
OB. (f.g)(x) = 12x
OC. (f.g)(x) = 12√√
OD. (f.g)(x) = √30x
Finds (f • g)(x) assume x >0
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Answers

Answer 1
Answer:

Answer:

f(x) = √(6x)

g(x) = √(24x)

f(g(x)) = f( √(24x) ) = \sqrt{6 √(24x) } = √(6) \sqrt{ √(24) } \sqrt{ √(x) } = √(6) \sqrt{2 √(6) } \sqrt{ √(x) } =

√(12) \sqrt{ √(6x) }

The correct answer is C.

f(x)g(x) = √(6x) √(24x) = 12x


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Answer:

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Make W the subject of the formula: P= 3w+20/200 HELP ASAP PLEASE, THANK YOU

Answers

The formula becomes w = (200P - 20)/3.

What is Equivalent Equation?

  • The mathematical equations which give the same value when solved.
  • These equations can be interchanged into one another.
  • They are very useful in solving mathematical problems.

Given: Formula

P = (3w + 20)/200

Now, we will convert this in the form of P.

⇒ P = (3w + 20)/200

multiply both sides by 200, we get:

⇒ 200 P = 3w + 20

⇒ 200P - 20 = 3w

w = (200P - 20)/3

Therefore, the formula after making w as the subject becomes:

w = (200P - 20)/3

Learn more about the Equivalent Equations here: brainly.com/question/4348710

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Answer:

w = (200P - 20)/(3)

Step-by-step explanation:

I assume the correct formula is

P = (3w + 20)/200

Solve for w.

200P = 3w + 20

200P - 20 = 3w

(200P - 20)/3 = w

w = (200P - 20)/(3)

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Answers

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Answers

Answer:

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Answers

Answer:   a^2

Work Shown:

I'm assuming the "x" means "multiply", and it is not a variable.

a^5 * a^(-3) = a^(5+(-3)) = a^(5-3) = a^2

The rule I'm using is

a^b*a^c = a^(b+c)

The base is always the same. We add the exponents.

The expression a^2 is in the form a^n with n = 2.