I would say that the last one would be the most accurate.
Answer:
The Co ordinates of Point Q is <u>(0.33,0)</u>.
Step-by-step explanation:
Given,
Co ordinates of Point A = (3,4)
Co ordinates of Point B = (-1,-2)
We have to find out the co ordinates of point Q that divides the line segment in the ratio of 4:2.
Solution,
For finding the co ordinates of Q, we use the section formula.
Here,
Now we substitute the given values and get;
Hence The Co ordinates of Point Q is <u>(0.33,0)</u>.
Answer:
x= (p+10)/5
Step-by-step explanation:
first you take the peaches and add 10, p+10, and then divide by 5
When the first equation is written in slope-intercept form it becomes
y = 3x + 3
This shows it to describe a line with the same slope but different intercept as the line described by the second equation.
The lines are parallel.