Andrea raises silkworms.
Each worm produces enough for one thread per day.
Andrea has a total of 46 worms and her goal is to produce 500 threads.
Approximately what percentage of her goal will Andrea achieve after two days?
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Andrea raises silkworms.
Each worm produces enough for one thread per day.
Andrea has a total of 46 worms and her goal is to produce 500 threads.
Approximately what percentage of her goal will Andrea achieve after two days?
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: Calculate threads per day and total threads.
Each worm can produce one thread per day. Andrea has 46 worms. Thus, in one day, the total number of threads produced is:
.
In two days, the total production will be:
.
Step 2: Determine percentage of goal achieved.
Andrea's goal is to produce 500 threads. The percentage of the goal reached after two days is:
.
Let's perform the calculation:
, which can be rounded to approximately .
Therefore, after two days, Andrea will have achieved approximately 19% of her goal.
19%
Approximately what is \( \frac{11}{50} \) written as a percentage?
Because each worm produces every single day! In 2 days, 46 worms make 46 threads on day 1 plus 46 threads on day 2, giving you 92 total threads.
Follow the same steps: 46 worms × 1 thread × 3 days = 138 threads. Then calculate
The question directly asks what percentage of her goal will be achieved. This means you need to use the percentage formula:
You could write it as one expression: , but calculating the 92 threads first makes it easier to check your work.
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