Answer:
$205.37313
Step-by-step explanation:
To find the price of a ton of wheat we first need to write an expression that can show the problem.
Let x = price of wheat
Let 166,000x = price of fight planes
15,000x + 10(166,000x) = 344,000,000
15,000x + 1,660,000x = 344,000,000
1,675,000x = 344,000,000
Now we divide both sides by 1,675,000 to get the value of x.
[tex]\dfrac{1,675,000x}{1,675,000}=\dfrac{344,000,000}{1,675,000}[/tex]
x = 205.37313
Now to check if our value is right, let's substitute the value of x in the equation.
15,000(205.37313) + 10(166,000(205.37313)) = 344,000,000
15,000(205.37313) + 10(34,091,939.58) = 344,000,000
3,080,596.95 + 340,919,395.8 ≈ 343,999992.75
So one ton of wheat costs roughly $205.37313
