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Lines k and n are perpendicular. if the slope of line k is -6 what is the slope of line n?
If lines k and n are perpendicular, the slope of line n is the negative reciprocal of the slope of line k. Given that the slope of line k is -6, the slope of line n would be ( \frac{1}{6} ). This is because the product of the slopes of two perpendicular lines equals -1.
How do you tell if lines are perpendicular based on slope?
The slope (rise over run) of one line will be a number (n) or (-n) and the perpendicular line's slope will be the exact opposite. So, for instance, if one line has a slope of 2/3, then a perpendicular line's slope must be -2/3, and vice versa.
What is the relationship between the values m ad n plotted on the number line below?
To determine the relationship between the values ( m ) and ( n ) plotted on a number line, you would compare their positions. If ( m ) is to the left of ( n ), then ( m < n ); if ( m ) is to the right of ( n ), then ( m > n ); and if they are at the same point, then ( m = n ). The specific relationship depends on their respective placements on the number line.
What capitals letters of the alphabet have two perpendicular lines?
N, M and H
What intersecting lines are not perpendicular in the alphabet?
The letters A, K, M, N, R, V, W, Y, and Z all have lines in them that are not perpendicular.
what- line m is perpendicular to line L, line n is perpendicular to line m.?
Line L is parallel to line n.
Line n is perpendicular to line m. Line l is perpendicular to line m. Is it possible for line n and line l to be skew?
No. It's impossible. There's a corollary that states: If two lines are perpendicular to the same line, then the two lines are parallel.
What is the formula for moment of a force?
Turning moment (Nm) = Force (N) x Perpendicular Distance from the pivot to the line of action of the force (m)
How do you tell if lines are perpendicular based on slope?
The slope (rise over run) of one line will be a number (n) or (-n) and the perpendicular line's slope will be the exact opposite. So, for instance, if one line has a slope of 2/3, then a perpendicular line's slope must be -2/3, and vice versa.
What is the relationship between the values m ad n plotted on the number line below?
To determine the relationship between the values ( m ) and ( n ) plotted on a number line, you would compare their positions. If ( m ) is to the left of ( n ), then ( m < n ); if ( m ) is to the right of ( n ), then ( m > n ); and if they are at the same point, then ( m = n ). The specific relationship depends on their respective placements on the number line.
What capitals letters of the alphabet have two perpendicular lines?
N, M and H
What intersecting lines are not perpendicular in the alphabet?
The letters A, K, M, N, R, V, W, Y, and Z all have lines in them that are not perpendicular.
How many letters of the alphabet have perpendicular line segments?
The answer to this probably depends on (a) the font and (b) wheter the uppercase letter or the lowercase letters are considered. In this particular font, in uppercase B D E F H I K L M N P R and T all have perpendicular segments, G has a short perpendicular segment J has a perpendicular segment which ends in a curve U has two perpendicular segments joined by a curve and in lowercase b d h i k l m n p r and u all have perpendicular segments a f g j and t all have perpendicular segments with curved parts.
What is the relationship between the values m and n plotted on the number line?
what is the relationhip between the values m and n plotted on the number line
A line segment that extends from a vertex of a triangle to its opposite side and is perpendicular to the side?
A, c u n t
Which letters in the alphabet contain parallel and perpendicular lines?
The letters in the alphabet that contain parallel lines are "H," "I," "K," "N," "X," and "Z." These letters have two or more straight lines that run alongside each other without intersecting. The letter "T" also contains perpendicular lines, as it has one vertical line intersected by a horizontal line at a right angle.
What are the values of m and n given that y plus 4x equals 11 is the perpendicular bisector of the line joining m 2 to 6 n?
y + 4x = 11 so y = -4x + 11 whose gradient is -4. So gradient of line joining the two given points is 1/4. Therefore (n - 2)/(6 - m) = 1/4 or 4*(n - 2) = 6 - m that is 4n + m = 14 Also, the given line passes through the midpoint, [(m+6)/2, (2+n)/2] so (2+n)/2 + 4*(m+6)/2 = 11 multiply through by 2 and simplify: 2 + n + 4m + 24 = 22 that is n + 4m = -4 Solving the two equations gives m = -2 and n = 4 4n + m = 14 -4(n + 4m = -4) 4n + m = 14 -4n - 16m = 16 add both equations -15m = 30 divide by -15 m = -2 Substitute m with -2 into n + 4m = -4. n - 8 = -4 add 8 to both sides n = 4 Answer: If the slope or gradient is 1/4 then m = -2 and n = 4 because (2-4)/(-2-6) = 1/4 The lines coordinates are (-2, 2) and (6, 4) and its equation is 4y = x + 10
