Find the proportional rate for each table entry.

Question

[7,49]
5
[2,16]
7
[4,20]
8

Answer 1

To find the proportional rate for each entry in the tables, we calculate the ratio of the two values in each pair. The proportional rate can be determined by dividing the second number by the first number for each pair.

1. For the pair \([7, 49]\): \[ \text{Proportional Rate} = \frac{49}{7} = 7 \]

2. For the pair \([2, 16]\): \[ \text{Proportional Rate} = \frac{16}{2} = 8 \]

3. For the pair \([4, 20]\): \[ \text{Proportional Rate} = \frac{20}{4} = 5 \]

Now we can summarize the proportional rates for each entry:

• For \([7, 49]\), the proportional rate is \(7\).
• For \([2, 16]\), the proportional rate is \(8\).
• For \([4, 20]\), the proportional rate is \(5\).

Thus, the proportional rates for each table entry are:

• Entry \([7, 49]\): \(7\)
• Entry \([2, 16]\): \(8\)
• Entry \([4, 20]\): \(5\)

Answer 2

2

Answer 3

It seems you provided just the number "2." Could you please clarify what you would like to know or continue discussing? If it's related to the previous question or something new entirely, I'm here to help!

Answer 4

ok pike a Second number.

Answer 5

Sure! Let's pick a second number from the entries provided in your previous message. Here are the second numbers from those entries:

1. From the pair \([7, 49]\), the second number is 49.
2. From the pair \([2, 16]\), the second number is 16.
3. From the pair \([4, 20]\), the second number is 20.

If you meant to ask for a random selection from those second numbers, I can choose one for you. Let's randomly pick one:

16 (from the pair \([2, 16]\)).

Let me know if you need something different or if you have another question!