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3 votes
Question 1 and 2 in the picture

3.) What is the value of the logarithm?

In (52)

Round the answer to the nearest ten thousandth.

Question 1 and 2 in the picture 3.) What is the value of the logarithm? In (52) Round-example-1
Question 1 and 2 in the picture 3.) What is the value of the logarithm? In (52) Round-example-1
Question 1 and 2 in the picture 3.) What is the value of the logarithm? In (52) Round-example-2
User Yuliskov
by
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2 Answers

4 votes

--Answer:

y-intercept=-2

Explanation:


f(x)=-(1)/(8)(4)^(x+3) +6\\</p><p>when ~ x=0\\</p><p>f(0)=-(1)/(8)(4)^(0+3) +6=-(1)/(8)*64+6=-2\\

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3=log_(0.6) 0.216\\or~(0.6)^(3) =0.216

-------------------------------

ln(52)=3.95124

User Yuvraj Patil
by
9.0k points
7 votes

Answer:


\displaystyle 3,951243719 ≈ 3,951 ≈ ln\:52


\displaystyle 0,216 = 0,6^3 ← 3 = log_(0,6)0,216


\displaystyle [0, -2]

Step-by-step explanation:

The y-intercept and the exponential formula are shown above.

Now, here are the rules for exponential and logarithmic formulas:


\displaystyle b = a^c == c = log_ab \\ \\ 0,216 = 0,6^3 == 3 = log_(0,6)0,216

I am joyous to assist you anytime.

Question 1 and 2 in the picture 3.) What is the value of the logarithm? In (52) Round-example-1
Question 1 and 2 in the picture 3.) What is the value of the logarithm? In (52) Round-example-2
User James Bedford
by
7.8k points

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