Math, asked by shinchan3094, 8 months ago

if the points A(2,5) B(4,6) c(8,a) are collinear find the value of A using slope concept. ​

Answers

Answered by mishradeeksha273
0

Answer:

i hope you are satisfied with my solution

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Answered by varadad25
5

Answer:

The value of a is 8.

Step-by-step-explanation:

NOTE: Kindly refer to the attachment.

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Additional Information:

1. Slope of line:

The ratio of difference between y coordinates and x coordinates is constant and called as slope of the line.

2. It is denoted by the letter m.

3. Slope of X - axis is 0.

4. Slope of Y - axis cannot be determined.

5. Parallel lines have equal slopes.

6. Formula for finding slope of line:

\boxed{\red{\sf\:m\:=\:\dfrac{y_{2}\:-\:y_{1}}{x_{2}\:-\:x_{1}}}}

Attachments:
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