Question

Please help me with this question! D:

Answer 1

\[5^x = 26\]

Log both sides

Answer 2

mind blown ^.^

Answer 3

Wrong one!

Answer 4

Hint:
Let x = 100,000, then compute
N(100,000) = 100 + 20(ln(100,000/4)

Answer 5

Is the answer 303?

Answer 6

Is this correct?

Answer 7

Wrong one.

Answer 8

Yes, you computed the correct result although maybe it should be 302

Answer 9

Correct

Answer 10

How many of these questions do you have?

Answer 11

Is this correct?
And many haha.

Answer 12

You didn't solve that one correctly. 400 = B(t) and you have to solve for t.

Answer 13

How do I do that?

Answer 14

You are given:
\(B(t) = 4e^{0.8t}\)

B(t) = 400 so

\(400 = 4e^{0.8t}\)

Solve for t

Answer 15

I'm not sure how to do that...

Answer 16

Divide both sides by 4, then log both sides.

Answer 17

so.. 4.61= idk how to do that part..

Answer 18

Where did you get 4.61?

Answer 19

400/4=100 then log it..

Answer 20

It's 6 never mind..

Answer 21

Is this correct?

Answer 22

\(100 = e^{0.8t}\)

For logging remember this rule:
\(\log(a^b) = b \log(a)\)

\(\log(100) = \log(e^{0.8t})\)
\(\log(100) = t \log(e^{0.8})\)