Identify the relationship between the graphs of
these two equations.
2y = 6x + 5
6y=-2x + 1
Click on the correct answer.
parallel
perpendicular
neither

Question

01-05-2022
Mathematics

contestada

Identify the relationship between the graphs of
these two equations.
2y = 6x + 5
6y=-2x + 1
Click on the correct answer.
parallel
perpendicular
neither

Respuesta :

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The Ferris Wheel ride at a carnival sits 3 meters above the ground and sends riders to a maximum height of 33 meters in the air. The equation y = 15sin(x) + 18

evaluate the double integral ∬r(2x−y)da, where r is the region in the first quadrant enclosed by the circle x2 y2=36 and the lines x=0 and y=x, by changing to p

mauverandol mauverandol · Answer 1 · 2022-05-01T20:53:12+02:00

Perpendicular

This is because lines that are perpendicular have slopes that are the negative reciprocals of each other (for example: 5 and -1/5)

When you simplify each of the equations given, the equations are:

Y=3x + 5/2

Y=-1/3x + 1/6

Since the lines are are the form y=mx + b, and ‘m’ represents the slopes, the two slopes are 3 and -1/3 which are negative reciprocals of each other, therefore the lines are perpendicular

Identify the relationship between the graphs of these two equations. 2y = 6x + 5 6y=-2x + 1 Click on the correct answer. parallel perpendicular neither

Respuesta :

Otras preguntas

Identify the relationship between the graphs of
these two equations.
2y = 6x + 5
6y=-2x + 1
Click on the correct answer.
parallel
perpendicular
neither