Answer:
For minutes less than 50, Verizon's monthly plan will be less expensive then T mobiles.
Step-by-step explanation:
Let the minutes used be [tex]x[/tex].
Given:
Cost per minute by Verizon = $ 0.50
∴ Total cost for [tex]x[/tex] minutes by Verizon = [tex]0.5x[/tex]
Cost per minute by T mobile = $ 0.10
∴ Cost for [tex]x[/tex] minutes by T mobile = [tex]0.1x[/tex]
Fixed cost charged by T mobile = $ 20
Therefore, the total cost charged by T mobile = [tex]0.1x+20[/tex]
Now, for Verizon cost to be less than T mobile's cost,
[tex]0.5x<0.1x+20\\0.5x-0.1x<20\\0.4x<20\\x<\frac{20}{0.4}\\x<50[/tex]
Therefore, for [tex]x<50[/tex], Verizon's monthly plan will be less than that of T mobile's plan.
So, for up to 50 minutes, Verizon's plan is cheaper than T mobile's plan.
Answer
Its finna be 80
Step-by-step explanation:
cause i said so and its
