please help me i need it by today august 27 2024

Question

Two rules for creating a pattern are given below.

Rule 1: Multiply \[x\] by \[5\] to get \[y\].

Rule 2: Add \[12\] to \[x\] to get \[y\].

Which ordered pair, \[(x,y)\], works for both rules?

Choose 1 answer:

Choose 1 answer:

1. (Choice A)   
2. \[(3, 15)\]
3. A
4. \[(3, 15)\]
5. (Choice B)   
6. \[(0, 12)\]
7. B
8. \[(0, 12)\]
9. (Choice C)   
10. \[(5, 25)\]
11. C
12. \[(5, 25)\]

Answer 1

Answer choice A is correct: (3, 15). Let's discuss why:

(3, 15) satisfies Rule 1 because 3 times 5 equals 15.

(3, 15) also satisfies Rule 2 because 3 plus 12 equals 15.

Answer choice B, (0, 12) is wrong because it immediately does not satisfy Rule 1. 0 times 5 is not equal to 12.

Answer choice C, (5, 25) is wrong because while it does satisfy Rule 1 (5 times 5 is equal to 25), it does NOT satisfy Rule 2 because 5 plus 12 is not equal to 25.

The point of this question is to help you understand ordered pairs, (x, y) where the first number is always your 'x' and the second number is always your 'y'. Then, if you do 'something' to x, verify that y is the result of that 'something'.

Hope this was helpful.