1. Find the slope
A. 2
B.-1/2
C. -2
D.1/2
2. Find the slope of the line described her one variable changes in Relation to the other.
A. 2; distance increases by 2 Miles per hour
B.2; Distance decreases by 2 Miles Per hour
C. 1/2; Distance increases 1 mile every two hours
D.1/2; distance decreases 1 mile every two hours
1. c
2. a
3. b
4. b
5. c
6. c
7. c
8. a
ANSWERS part 2
1. -2
2. 2; distance increases by 2 miles per hour
3. -2/3; the amount of water decreases by 2 gallons every 3 minutes
4. -3/2
5. the line that looks the most flat that sits in the negative part of the graph
6. the like that the tall like that crosses over the y axis
7. m= -2
8. m= -2
8 is actually b for connections academy, students the rest is completely fine.
8 is actually 2 not -2
yes with @ConnexusGurl's change in #8 i got 8/8 yay!
Bunnys answers are mostly correct except for number 8. the answer is B m=2
Thanks everyone, bunny is right except 8 is B
ive been searching for answers a while now, im asuming that bunny's answers are correct for the correct lesson
To find the slope, we need to use the formula: slope = change in y / change in x. In this case, we're given different options, and we need to determine which one represents the correct slope based on the given information.
1. For the first question, we are not given any values for x and y. So, the options A, B, C, and D are just numbers, not slopes. Without any additional information, we cannot determine the correct slope. Therefore, the answer is not determinable.
2. For the second question, we are given information about how one variable changes in relation to the other. Let's analyze the options:
A. The distance increases by 2 miles per hour. In terms of slope, this would mean that the change in distance (y) is 2 units, and the change in time (x) is 1 unit. Therefore, the slope is 2 / 1 = 2.
B. The distance decreases by 2 miles per hour. In terms of slope, this would mean that the change in distance (y) is -2 units (negative because it's decreasing), and the change in time (x) is 1 unit. Therefore, the slope is -2 / 1 = -2.
C. The distance increases 1 mile every two hours. In terms of slope, this would mean that the change in distance (y) is 1 unit, and the change in time (x) is 2 units. Therefore, the slope is 1 / 2 = 1/2.
D. The distance decreases 1 mile every two hours. In terms of slope, this would mean that the change in distance (y) is -1 unit, and the change in time (x) is 2 units. Therefore, the slope is -1 / 2 = -1/2.
Based on the given options, the correct slope is B.