Exam 59: Lines

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Consider a line with slope m and y-intercept (0,8).Write the distance d between the point (7,1)and the line as a function of m. ​

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C

Find the distance between the point and the line.​ Point           ~~~~~~~~~~ Line (4,5)x+2=0( 4,5 ) \quad x + 2 = 0

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Find the distance between the point and the line.Round your answer to four decimal places.​ Point Line (9,8)8x+y8=0( 9,8 ) - 8 x + y - 8 = 0

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A

Find the angle θ\theta (in radians and degrees)between the lines.Round your answer to four decimal places for radians and round your answer to one decimal places for degree.​ x-2y=9 10x+2y=7 ​

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Find the angle θ\theta (in radians and degrees)between the lines.Round your answer to four decimal places for radians and round your answer to one decimal places for degree.​ 0.04x+0.02y=-0.06 0.05x-0.04y=0.03 ​

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Find the inclination Θ (in degrees)of the line with a slope of m.Round your answer to one decimal places.​ m=0.6666666667m = 0.6666666667

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Find the slope of the line with inclination Θ\Theta .Round your answer to four decimal places. ​​ Θ=2.40 radians \Theta = 2.40 \text { radians }

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Find the angle θ\theta (in radians and degrees)between the lines.Round your answer to four decimal places for radians and round your answer to one decimal places for degree.​ x-y=0 5x-4y=-3 ​  Find the angle  \theta  (in radians and degrees)between the lines.Round your answer to four decimal places for radians and round your answer to one decimal places for degree.​  \begin{array} { l }  x - y = 0 \\ 5 x - 4 y = - 3 \end{array}  ​   ​

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Find the distance between the point and the line.Round your answer to four decimal places.​ Point        ~~~~~~~ Line (2,3)xy=2( 2,3 ) \quad x - y = 2

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Find the angle θ\theta (in radians and degrees)between the lines.Round your answer to four decimal places for radians and round your answer to one decimal places for degree. 12x+6y=18 3x-2y=-1 ​

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A moving conveyor is built so that it rises 9 meter for each 11 meters of horizontal travel.Find the inclination of the conveyor.Round your answers to one decimal place. ​

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Find the inclination θ\theta (in radians and degrees)of the line passing through the points.Round your answer to four decimal places for radians and round your answer to one decimal places for degree.​ (12,9),(4,3)( 12,9 ) , ( 4,3 )

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Find the angle θ\theta (in radians and degrees)between the lines.Round your answer to four decimal places for radians and round your answer to one decimal places for degree.​ 6x-8y=8 6x+8y=7 ​

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Find the distance between the point and the line.Round your answer to four decimal places.​ Point Line (7,5)xy=50( 7,5 ) \quad x - y = 50

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Find the angle θ\theta (in radians and degrees)between the lines.Round your answer to four decimal places for radians and round your answer to one decimal places for degree.​ 0.04x+0.02y=0.06 0.07x-0.06y=0.05 ​

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A roof has a rise of 9 feet for every horizontal change of 11 feet (see figure).Find the inclination of the roof.Round your answers to one decimal place.​  A roof has a rise of 9 feet for every horizontal change of 11 feet (see figure).Find the inclination of the roof.Round your answers to one decimal place.​   ​  a = 9 , b = 11  ​ a=9,b=11a = 9 , b = 11

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The Falls Incline Railway in Niagara Falls,Ontario,Canada is an inclined railway that was designed to carry people from the City of Niagara Falls to Queen Victoria Park.The railway is approximately 170 feet long with a 40% uphill grade (see figure).Using the origin of a rectangular coordinate system as the base of the inclined plane,find the equation of the line that models the railway track.​  The Falls Incline Railway in Niagara Falls,Ontario,Canada is an inclined railway that was designed to carry people from the City of Niagara Falls to Queen Victoria Park.The railway is approximately 170 feet long with a 40% uphill grade (see figure).Using the origin of a rectangular coordinate system as the base of the inclined plane,find the equation of the line that models the railway track.​   ​  a = 170  ​ a=170a = 170

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Find the distance between the point and the line.Round your answer to four decimal places. Point Line (2,4)5xy=10( 2,4 ) \quad 5 x - y = 10

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Find the inclination θ\theta (in radians and degrees)of the line.Round your answer to four decimal places for radians and round your answer to one decimal places for degree.​ 8x2y+14=08 x - 2 y + 14 = 0

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Find the slope of the line with inclination Θ\Theta .Round your answer to four decimal places.​ Θ=1.41 radians \Theta = 1.41 \text { radians } ​ ​

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