Line k: (4, 2), (-4, 4)
slope mk = (4 - 2)/(-4 - 4) = 2/-8 = - 1/4
Line h: (-8, 1), (8, -3)
slope mh = (-3 - 1)/(8 - -8) = -4/16 = - 1/4
Since both lines have equal slopes, - 1/4, the lines are parallel.
Any line that is not parallel to the given lines. The transversal that contains the shortest distance between the two parallel lines, is perpendicular to them.
If you mean: y = -x-3 passing through point of (-1, 3) Then the equation of the parallel line is: y =-x+2
This is called an ellipse.
Alternate interior angles are equal on a transversal that passes through parallel lines.
If you mean y = -65x-4 then the parallel equation is y = -65x-66
The equator is a parallel that passes through more than 30 countries.
the states that the 45th parallel passes through are Europe, Asia, pacific ocean, North America Atlantic ocean, the equator, and the north Pole
The continents that the 15th parallel north passes through include Africa, Asia, and South America. This line also passes through the Atlantic Ocean and the Indian Ocean.
The parallel of latitude that passes through Peshawar is approximately 33 degrees north latitude.
Any line that is not parallel to the given lines. The transversal that contains the shortest distance between the two parallel lines, is perpendicular to them.
The equation in point slope of the line which passes through -2 -3 and is parallel to 3x plus 2y 10 is y=-1.5x.
An incident ray that passes through the focal point of a lens will emerge parallel to the principal axis. This is a property of convex lenses.
Yes, the slope of a line that passes through quadrant 3 is typically negative. In quadrant 3, both the x and y coordinates are negative, so when you calculate the slope using the formula (change in y / change in x), the result will be negative. This is because as you move from left to right along the line, the y-values decrease as the x-values also decrease, resulting in a negative slope.
The parallel equation will have the same slope but with a different y intercept
Negative charge
Parallel straight line equations have the same slope but with different y intercepts
The three rays that can be used to determine the location of an image formed by a convex lens are: The ray parallel to the principal axis that passes through the focal point after refraction The ray that passes through the center of the lens and continues in the same direction The ray that passes through the focal point before reaching the lens and then emerges parallel to the principal axis.