Answer :
Final answer:
Dumpster #1 contains 22 molded vegetables.
Explanation:
Let's work step-by-step to solve the problem:
Let the number of molded vegetables in dumpster #3 be x.
Since dumpster #2 contains 80 fewer molded vegetables than dumpster #3, the number of molded vegetables in dumpster #2 will be (x - 80).
Then, dumpster #1 contains 45 fewer vegetables than dumpster #2, so the number of molded vegetables in dumpster #1 will be ((x - 80) - 45).
Since the total number of molded vegetables in all the dumpsters combined is 236, we can set up the equation: (x + (x - 80) + ((x - 80) - 45) = 236.
Now, solve the equation for x:
3x - 205 = 236
3x = 441
x = 147
Therefore, dumpster #1 contains ((147 - 80) - 45) = 22 molded vegetables.
Answer:
22 vegetables
Step-by-step explanation:
Set the #number of molded vegatables in dumpster 1 as X
The number of molded vegetables in 2 is x + 45 and the number of molded vegies in 3 is x + 45 + 80
x + x + 45 + x + 45 + 80 = 236 (combine similar terms)
Thats 3x = 66
Which equas 22