S = B + 28 Since students will write the relationship between the 2 sets of numbers two ways, they should be able to select the correct answer. Students can also use the same substitution strategy to show the correct answer. = 8 x 4 B = 8 x S F 6 = 48 + 28 B = S + 28 F 48 = 8 x 6 S = 8 x B T 48 = 6 + 28 S = B + 28 F Please note that as the year progresses the numbers will become larger making them more difficult. In the beginning of the year, we will be using relationships that only use facts up to 12. Guided Practice Problems Steven and his friends were at a carnival. They had to buy tickets to get on the rides. The table below shows the relationship between the price of the tickets and the total number of tickets. Which statements about the relationship between the price and the total number of tickets are true? Price $5 $15 $20 $30 $35 Total Number of Tickets 10 30 40 60 70 Us the substitution strategy to determine if each statement is true or not true about the table. The price is half the total number of tickets.
S = B + 28 Since students will write the relationship between the 2 sets of numbers two ways, they should be able to select the correct answer. Students can also use the same substitution strategy to show the correct answer. = 8 x 4 B = 8 x S F 6 = 48 + 28 B = S + 28 F 48 = 8 x 6 S = 8 x B T 48 = 6 + 28 S = B + 28 F Please note that as the year progresses the numbers will become larger making them more difficult. In the beginning of the year, we will be using relationships that only use facts up to 12. Guided Practice Problems Steven and his friends were at a carnival. They had to buy tickets to get on the rides. The table below shows the relationship between the price of the tickets and the total number of tickets. Which statements about the relationship between the price and the total number of tickets are true? Price $5 $15 $20 $30 $35 Total Number of Tickets 10 30 40 60 70 Us the substitution strategy to determine if each statement is true or not true about the table. The price is half the total number of tickets.