Respuesta :
Answer:
The cost is less than $1.30
Step-by-step explanation:
Let
y-----> the total cost of a mobile phone call
x----> the time in minutes
we know that
if time were x=5 minutes
the cost would be
y=0.30+0.20(5)=$1.30
but
the time is less than 5 minutes
therefore
the cost would be
y< $1.30
Answer:
The possible cost of a call if it is shorter than 5 minutes ranges between 30 cents and maximum 130 cents
Step-by-step explanation:
Define a function as
Y: Cost of a call in cents
X: Number of minutes of call
So using the statement we can find that
Y=30+20X
because the cost of the call has a fix cost of 30 cents plus 20 cents per minute used. If the calls is shorter than 5 minutes for x = 5
Y=30+20X = 30 + (20*5) = 30 + 100 = 130 which is the cost of a call of max 5 minutes
Because you pay a fixed cost of 30 even if you spend very little time. X= 0 then the possible cost of a call if it is shorter than 5 minutes ranges between 30 cents and maximum 130 cents