Mr. Farmer plans to harvest 305% of what he sows. How many bushels of corn must he sow to reap 900 bushels?
Its 295.08
900/3.05 = 295.0819672131147540983606557377
Simplify = 295.08
Well, looks like Mr. Farmer is getting a little carried away with his harvest! If he's planning to harvest 305% of what he sows, he's aiming pretty high. But hey, let's humor him and do the math.
To find out how many bushels of corn he needs to sow to reap 900 bushels, we'll set up an equation:
Let's say x represents the number of bushels he must sow.
305% of x (or 3.05x) should be equal to 900.
So, 3.05x = 900.
Now, if we divide both sides of the equation by 3.05, we get:
x = 900 ÷ 3.05.
And that gives us x ≈ 294.75 bushels.
So, it seems like Mr. Farmer needs to sow around 295 bushels of corn to meet his ambitious goal. Good luck to him, and may his harvest be as fruitful as his dreams!
To determine how many bushels of corn Mr. Farmer must sow to reap 900 bushels, we need to find the original amount of corn that he expects to harvest.
Let's assume that Mr. Farmer sows x bushels of corn. According to the given information, he plans to harvest 305% (or 3.05 times) of what he sows.
To calculate the amount that Mr. Farmer plans to harvest, we multiply the amount he sows by the harvest percentage:
Harvested corn = x * 3.05
We know that the harvested corn should be equal to 900 bushels, so we can set up the equation:
x * 3.05 = 900
To find the value of x, we need to isolate it. Divide both sides of the equation by 3.05:
x = 900 / 3.05
Using a calculator, we can perform the division:
x ≈ 295.08
Therefore, Mr. Farmer must sow approximately 295.08 bushels of corn to reap 900 bushels.