Question

Y=−110x+6 and 10y+x=−100 parallel or perpendiculer

Answer 1

The given lines y = −110x+6 and 10y + x = −100 are neither parallel nor perpendicular to each other.

What are the perpendicular lines?

Two lines are perpendicular if the product of their slopes is -1.

We have to determine the lines parallel or perpendiculer y = −110x+6 and 10y + x = −100

The lines are below which given in the question

y = −110x+6 and 10y + x = −100

Firstly we need to find their slopes

The slope of line y = −110x+6 will be :

m₁ = -110

The slope of line 10y + x = −100  will be :

10y + x = −100

10y  =  -x −100

Divided by 10 both sides of the equation,

y  =  -x/10 −10

m₂ = -1/10

Here their slopes are not the same which means they are not parallel,

and their slopes of the product is not  -1 this means they are not perpendicular,

Therefore, the given lines y = −110x+6 and 10y + x = −100 are neither parallel nor perpendicular to each other.

Learn about the perpendicular lines here :

brainly.com/question/18271653

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