Answer:
900 minutes
Step-by-step explanation:
Given the function :
m(x) = 30x
m(x) ; function which represents number of total minutes ;
x = extra lesson session
If Eric goes for extra lesson session 2 times per week for. 10 weeks
Number of extra lesson sessions, x : (2 * 10) = 20 extra lesson sessions
Total Number of minutes :
m(x) = 30x
m(30) = 30(30)
= 900 minutes
Answer:
There are 18 tours offered each day.
Step-by-step explanation:
There are a few ways to solve this problem. Since tours are offered every 1/3 hour, we can take the amount of minutes in an hour (60) and divide by 3: 60 ÷ 3 = 20minutes. So, every 20 minutes there is a tour. Since the tours are offered every 20 minutes, or three times every hour, we can take the total time the museum is open and multiply this number by 3. The amount of hours from 10am - 4pm is 6 hours. 6 hours x 3 tours/hour = 18 total tours offered each day.
So the answer is 42 because the maths on the calculator is coorext
Answer:
b) true for one value
Explanation:
If you solve for x, there is only one value of x
