Tyler needs to complete the table for his consumer
science class he knows that 1 tablespoon contains three teaspoons and then 1 cup contains 16 tablespoons
The question provides two crucial pieces of information for us:
1. 1 tablespoon contains 3 teaspoons, and
2. 1 cup contains 16 tablespoons.
To find out how many teaspoons are in a cup, we first need to convert cups to tablespoons. After that, we'll further break down the tablespoons into teaspoons.
Let's start with the conversion:
1. Convert cups to tablespoons: If 1 cup contains 16 tablespoons, then C cups would contain 16*C tablespoons.
2. Convert tablespoons to teaspoons: Each tablespoon is equivalent to 3 teaspoons. So if we have 16*C tablespoons, we multiply this by 3 to get the corresponding number of teaspoons.
So, the equation representing the number of teaspoons, t, in a cup, C, will be
t = 3 * 16C
t = 48C
This equation tells us that the number of teaspoons in multiple cups is 48 times the number of cups. For example, if you have 2 cups, you would have 2*48 = 96 teaspoons. This equation can help you convert measurements when cooking or baking.
The question provides two crucial pieces of information for us:
1. 1 tablespoon contains 3 teaspoons, and
2. 1 cup contains 16 tablespoons.
To find out how many teaspoons are in a cup, we first need to convert cups to tablespoons. After that, we'll further break down the tablespoons into teaspoons.
Let's start with the conversion:
1. Convert cups to tablespoons: If 1 cup contains 16 tablespoons, then C cups would contain 16*C tablespoons.
2. Convert tablespoons to teaspoons: Each tablespoon is equivalent to 3 teaspoons. So if we have 16*C tablespoons, we multiply this by 3 to get the corresponding number of teaspoons.
So, the equation representing the number of teaspoons, t, in a cup, C, will be
t = 3 * 16C
t = 48C
This equation tells us that the number of teaspoons in multiple cups is 48 times the number of cups. For example, if you have 2 cups, you would have 2*48 = 96 teaspoons. This equation can help you convert measurements when cooking or baking.
Sorry, seems like the table you mentioned was not given. Please provide the exact data you want to be filled in the table. This will help provide a more accurate solution.
Your existing equation seems to have some confusion. The correct way to approach the problem could be as follows:
We know:
1 Tablespoon (Tbsp) = 3 Teaspoons (tsp)
and,
1 Cup (C) = 16 Tablespoons (Tbsp)
To find the number of teaspoons in a cup, we can use these given relationships. First, we can express a cup in tablespoons, and then each tablespoon in teaspoons.
If 1 Cup is equal to 16 Tablespoons and 1 Tablespoon is equal to 3 teaspoons, then:
1 Cup = 16 Tbsp = 16 * 3 tsp
Hence, the required equation representing the number of teaspoons, \(t\), in a cup, \(C\), would be
\(t = 3 \times 16C\),
or equivalently \(t = 48C\).
That is, for every one cup, there are 48 teaspoons.
For Tyler's table, he can follow the same logic for each cup measurement to find the corresponding teaspoon amount. For example, if he had 2 cups, using our equation would give us:
t = 48 * 2 = 96 teaspoons.
This method helps us convert units of measurements using their relationships easily.
Sorry, seems like the table you mentioned was not given. Please provide the exact data you want to be filled in the table. This will help provide a more accurate solution.
16
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