3. Which ordered pair is NOT a solution of y= –12x – 3?

Question

A. (-3, 33)
B. (8,-98)<----??
C. (-9, 105)
D. (3, -39)

Answer 1

HELP!!!!!! PLEASE!!!!!

Answer 2

Put the first number (x) of the ordered pair into the equation and check if y evaluates to the second number (y).

For example, for B(8, -98), x=8, y=-98.
Check: y=–12x – 3 = -12(8)-3=-96-3=-99,
so no, B is not the answer.

Try all the other options until you get the right answer.

Answer 3

so, yes, B is the answer to the question asked.

:-)

Answer 4

no

Answer 5

It's A

Answer 6

Sally, why is it A?

Answer 7

mmmmm amogus

Answer 8

omg

Answer 9

It’s A

Answer 10

Sussy among us sussy

Answer 11

It's B

Y=-12x-3
-98=(-12*8)-3
-98=-96-3
-98 is not equal to -99

Answer 12

bot
Which ordered pair is not a solution of y = –12x – 3?
A. (–3, 33)
B. (8, –98)
C. (–9, 105)
D. (3, –39)

Answer 13

B. (8, –98) is the answer since it does not satisfy the equation.

Answer 14

bot
The ordered pairs (2, –11) and (5, –20) are solutions to which of the following equations?
A. y = 3x – 5
B. y = –3x + 5
C. y = 3x + 5
D. y = –3x – 5

Answer 15

Let's substitute the values of each ordered pair in each equation and check which equation satisfies both ordered pairs:
For option A:
- For (2, –11): y = 3x - 5 = 3(2) - 5 = 1 (not equal to -11)
- For (5, –20): y = 3x - 5 = 3(5) - 5 = 10 (not equal to -20)
Option A is not the correct solution.

For option B:
- For (2, –11): y = -3x + 5 = -3(2) + 5 = -1 (satisfied)
- For (5, –20): y = -3x + 5 = -3(5) + 5 = -10 (satisfied)
Option B satisfies both ordered pairs.

For option C:
- For (2, –11): y = 3x + 5 = 3(2) + 5 = 11 (not equal to -11)
- For (5, –20): y = 3x + 5 = 3(5) + 5 = 20 (not equal to -20)
Option C is not the correct solution.

For option D:
- For (2, –11): y = -3x - 5 = -3(2) - 5 = -11 (satisfied)
- For (5, –20): y = -3x - 5 = -3(5) - 5 = -20 (satisfied)
Option D satisfies both ordered pairs.

Therefore, the correct answer is either B or D. Both satisfy the given ordered pairs.