jamyharris71518 jamyharris71518
  • 20-10-2021
  • Mathematics
contestada

What is the slope of a line perpendicular to the line represented by the equation 2y=-6x+8

Respuesta :

wakerunhop
wakerunhop wakerunhop
  • 20-10-2021

Answer:

First we need to solve the linear equation for y because we need to get the slope. Once we have the slope we need to convert it to its negative reciprocal, this means to just change the sign of the slope and flip it. The negative reciprocal is always perpendicular to the original slope.

2y = - 6x + 8

y = (-6x/2) + 8/2

y = - 3x + 4

The current slope is -3 or -3/1

The negative reciprocal is 1/3

Answer Link

Otras preguntas

y = -5x– 1 y = -5x + 7
solve this equation 6x+13=9x-8
Pragmatic trials assess which of the following:
AssessmentMULTIPLE CHOICEDirections: Read and answer the questions carefully. Write thyour Mathematics notebook.1. Which of the following is a well - defined se
a Venus fly trap is an......... plant.​
144kg in the ratio of 9:8:7​
heating a solid candle waxWhat is answer Physical or chemecal​
Guys ASAP I need help on this (if you have time can you please feel free to help me on these 2 as well) Its urgent it's a 100 point assignment and I don't want
(a+b) to the power of two a= -3 and b= 6.
what is the slope of the line that contains the points in the table ?​