Which the the complying with lines is perpendicular to the line





Explanation:
Perpendicular present will have actually slopes that are an unfavorable reciprocals that one another. Our an initial step will be to find the slope of the given line by placing the equation right into slope-intercept form.
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The steep of this line is


Now we need to find the answer selection with this slope by convert to slope-intercept form.




This equation has actually a slope of

Explanation:
When identify if a two lines are perpindicular, us are just concerned about their slopes. Take into consideration the an easy equation of a line,

The an initial step that this difficulty is to acquire it into the form,






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Example inquiry #25 : Perpendicular currently
Which that the following lines is perpendicular to the line v the given equation:

Possible Answers:
Correct answer:

Explanation:
First we have to recognize that the equation is given in slope-intercept form,


Two lines are perpendicular if and also only if the product of their slopes is

Thus, because that a line with a offered slope that 3, the heat perpendicular to that slope must be the an unfavorable reciprocal of 3, or

To twin check that that go indeed give a product of


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Example question #26 : Perpendicular present
Are the adhering to two currently parallel, perpendicular, or neither:
and
Possible Answers:
They space neither perpendicular or parallel.
More info is needed.
They space parallel.
They space perpendicular.
They are both perpendicular and parallel.
Correct answer:
They space perpendicular.
Explanation:
Perpendicular lines have slopes whose product is

The steep is regulated by the coefficient,


Thus the two lines room perpendicular because:
has

and
has

which as soon as multiplied together results in,

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Example concern #27 : Perpendicular lines
Are the following two lines perpendicular:

Possible Answers:
Correct answer:

Explanation:
For two lines to be perpendicular, their slopes have to have a product of



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Example inquiry #28 : Perpendicular present
Are the lines explained by the equations


Possible Answers:
Yes, because the product of their slopes is

No, since the product of your slopes is

Yes, due to the fact that the product of your slopes is not

No, due to the fact that the product of your slopes is not .
Correct answer:
No, due to the fact that the product of your slopes is no .
Explanation:
If the slopes of 2 lines can be calculated, an easy way to identify whether they space perpendicular is to multiply their slopes. If the product of the slopes is

In this case, the steep of the line




Since

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Example concern #1 : how To uncover Out If Lines are Perpendicular
Line








Possible Answers:
No, since the product of your slope is not

Yes, since the product of your slopes is not

No, because the product of their slopes is

Yes, due to the fact that the product of your slopes is .
Correct answer:
Yes, because the product of their slopes is .
Explanation:
The product of perpendicular slopes is always




Since line




Since the two slopes" product is

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Example question #2 : how To discover Out If Lines room Perpendicular
Are the complying with two present perpendicular:


Possible Answers:
Correct answer:

Explanation:
For two lines to be perpendicular they have to have slopes the multiply to get



For the an initial line,



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Example question #1 : how To find Out If Lines are Perpendicular
Which that the adhering to equations to represent a line that is perpendicular to the line through points


Possible Answers:
Correct answer:

Explanation:
If lines space perpendicular, then their slopes will certainly be an adverse reciprocals.
First, we need to find the slope of the given line.
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Because we understand that our given line"s steep is


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