1. Solve for c:
First, subtract 2t from both sides of the equation:
3c = 250 - 2t
Next, divide both sides by 3 to isolate c:
c = (250 - 2t) / 3
2. Solve for t:
First, subtract 3c from both sides of the equation:
2t = 250 - 3c
Finally, divide both sides by 2 to isolate t:
t = (250 - 3c) / 2
So, the solutions are:
c = (250 - 2t) / 3
t = (250 - 3c) / 2
You can use these formulas to find the values of c and t for any given values or situations.
Answer:
Step-by-step explanation:
Solve for c
3c = 250 - 2t divide through by 3
c = ( 250-2t) / 3 Done.
Solve for t
2t = 250 - 3c divide through by 2
t = ( 250-3c) / 2 Done. ( r side can be simplified a tiny bit)
