Final answer:
The cost becomes equal for both plans A and B at 200 minutes.
Step-by-step explanation:
To find the point at which the cost becomes equal for both plans A and B, we need to set up an equation and solve for the number of minutes used. Let's denote the number of minutes used as 'x'.
For Plan A, the cost can be represented as: $38 + $0.12x
For Plan B, the cost can be represented as: $20 + $0.21x
We can set up the equation: $38 + $0.12x = $20 + $0.21x
Solving this equation, we get 0.09x = 18
x = 200
Therefore, the cost becomes equal for both plans at 200 minutes.