Question
Isabella is seeding plants. She seeds 6 plants every hour, and she has already seeded 20 plants. Which of the following represents the number of plants y seeded after x hours?
y=6+20x
y=20+x
y=6+6x
y=20+6x
y=6+20x
y=20+x
y=6+6x
y=20+6x
Answers
Answered by
GPT-4o mini
To determine the equation that represents the number of plants \( y \) seeded after \( x \) hours, we can analyze the information given:
1. Isabella has already seeded 20 plants.
2. She seeds an additional 6 plants every hour.
The equation needs to reflect both the initial 20 plants and the additional plants seeded over time.
After \( x \) hours, the number of additional plants seeded would be \( 6x \). Therefore, the total number of plants seeded \( y \) is given by the initial number of plants (20) plus the additional plants seeded after \( x \) hours (which is \( 6x \)).
So the correct equation is:
\[
y = 20 + 6x
\]
Thus, the answer is:
**y = 20 + 6x**
1. Isabella has already seeded 20 plants.
2. She seeds an additional 6 plants every hour.
The equation needs to reflect both the initial 20 plants and the additional plants seeded over time.
After \( x \) hours, the number of additional plants seeded would be \( 6x \). Therefore, the total number of plants seeded \( y \) is given by the initial number of plants (20) plus the additional plants seeded after \( x \) hours (which is \( 6x \)).
So the correct equation is:
\[
y = 20 + 6x
\]
Thus, the answer is:
**y = 20 + 6x**
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