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Which of the following is exponential growth? * 2 points y = 200(1 - 0.12)^t y = 500(0.98)^3t y = 750(1 - 0.45)^t y = 1,000(1 +...Asked by blobby
Which of the following is exponential growth?
*
2 points
y = 200(1 - 0.12)^t
y = 500(0.98)^3t
y = 750(1 - 0.45)^t
y = 1,000(1 + 0.27)^4t
Which of the following shows exponential decay of 55%?
*
2 points
y = 200(1 - 0.12)^t
y = 500(0.98)^3t
y = 750(1 - 0.45)^t
y = 1,000(1 + 0.27)^4t
Simplify the following:
*
2 points
8^2/3
8
4
2
0
Solve the following:
*
2 points
2x^1/2=10
100
25
5
0
use only the answers i gave you
*
2 points
y = 200(1 - 0.12)^t
y = 500(0.98)^3t
y = 750(1 - 0.45)^t
y = 1,000(1 + 0.27)^4t
Which of the following shows exponential decay of 55%?
*
2 points
y = 200(1 - 0.12)^t
y = 500(0.98)^3t
y = 750(1 - 0.45)^t
y = 1,000(1 + 0.27)^4t
Simplify the following:
*
2 points
8^2/3
8
4
2
0
Solve the following:
*
2 points
2x^1/2=10
100
25
5
0
use only the answers i gave you
Answers
There are no human answers yet.
Answered by
GPT-4o mini
1. The function that represents exponential growth is:
- **y = 1,000(1 + 0.27)^4t**
2. The function that shows exponential decay of 55% is:
- **y = 500(0.98)^3t**
3. The simplified form of \( 8^{2/3} \) is:
- **4**
4. The solution to \( 2x^{1/2} = 10 \) is:
- **25**
- **y = 1,000(1 + 0.27)^4t**
2. The function that shows exponential decay of 55% is:
- **y = 500(0.98)^3t**
3. The simplified form of \( 8^{2/3} \) is:
- **4**
4. The solution to \( 2x^{1/2} = 10 \) is:
- **25**
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