Exploring Linear Functions through Table Completion

The video tutorial explains how to complete tables for linear functions using various real-world examples. It covers scenarios like a bus ride, a bakery, a street fair vendor, and an electronics store. Each example demonstrates how to apply linear equations to solve problems and fill in tables accurately.

If Justine rides the bus for 6 minutes every day, how many minutes will she ride the bus in 5 days?

• 30 minutes

• 25 minutes

• 35 minutes

• 40 minutes

In the bus ride scenario, what does the variable 'd' represent?

• Distance traveled

• Total minutes

• Number of days

• Number of rides

At Janet's bakery, if each loaf of bread is cut into 10 slices, how many slices will there be for 4 loaves?

• 60 slices

• 30 slices

• 40 slices

• 50 slices

In the bakery scenario, what does the variable 'b' represent?

• Number of customers

• Number of loaves

• Total slices

• Total weight

A vendor spends 2 hours setting up and 6 hours per day at a fair. How many total hours will she spend at the fair in 3 days?

• 24 hours

• 18 hours

• 20 hours

• 22 hours

In the vendor fair scenario, what does the variable 'h' represent?

• Number of days

• Total sales

• Total hours spent

• Number of stalls

If the equation changes to h = 6d + 3, what will be the total hours spent at the fair in 2 days?

• 21 hours

• 12 hours

• 15 hours

• 18 hours

In the modified equation h = 6d + 3, what does the '+3' represent?

• Number of stalls

• Additional setup time

• Additional daily hours

• Total hours

An electronics store has 18 permanent employees and hires temporary employees during the holiday season. If they hire 5 temporary employees, what is the total number of employees?

• 24 employees

• 23 employees

• 22 employees

• 20 employees

In the electronics store scenario, what does the variable 'a' represent?

• Total employees

• Permanent employees

• Temporary employees

• Total sales