We notice that the cost of head bands jump from 0 to 2, then to 4, then to 6, etc in a pattern that is adding 2 units every time.
The cost of T-shirts goes with the "add 8" rule, since each one costs $8.
Then to answer the first question to calculate the price of 6 headbands, we do:
8 + 8 + 8 + 8 + 8 + 8 = 6 * 8 = $48 We notice that we can simply multiply the number of T-shirts needed time the unit price for T-shirts.
Second question: How does the second number on the table of pairs indicating prices of headbands in the first loaction, and prices of T-shirts in the second, compare.
Notice we have the pairs:
(0, 0), (2, 8), (4, 16), (6, 24), (8, 32), and (10, 40)
where we see that the second ordered quantity is always 4 times the first quantity listed.
0 = 0 * 4
8 = 2 * 4
16 = 4 * 4
24 = 6 * 4
32 = 8 * 4
40 = 10 * 4
The second number in the pair is always 4 times the first number in the pair.
Third question: If the cost of headbands is $20, what is the cost of T-shirts?
Since we know that T-shirt prices relate to headband prices via a product times 4, we can say that the price of T-shirts would be $20 * 4 = $80