In the drawing of the graph of the linear function passing through the points y
Find the slope of the graph.
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In the drawing of the graph of the linear function passing through the points y
Find the slope of the graph.
To find the slope of the linear function passing through the points and , we will use the formula for the slope between two points:
Let us assign the coordinates and .
Substitute these values into the slope formula:
Calculate the differences in the numerator and the denominator:
Therefore, the slope of the line passing through points and is .
In conclusion, the correct answer is .
What is the solution to the following inequality?
\( 10x-4≤-3x-8 \)
A negative slope means the line goes downward from left to right. Since point A(1,7) is higher than point D(8,2), the line falls as x increases, giving you .
No! You can choose either point as your starting point. Just make sure to stay consistent - if A(1,7) is (x₁,y₁), then D(8,2) must be (x₂,y₂) throughout the calculation.
Check your arithmetic: . Also, since point A is above and to the left of point D, the slope should be negative.
No, is already in lowest terms because 5 and 7 share no common factors other than 1.
For every 7 units you move right, the line goes 5 units down. The negative sign indicates the downward direction.
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