A drummer and a guitarist each wrote songs for their band. The guitarist wrote 8 fewer than twice the number of songs that the d
rummer wrote. They wrote a total of 46 songs.
Which system of equations models this situation if the drummer wrote d songs and the guitarist wrote g songs? ( HELP NEED ANSWER ASAP)
Which system of equations models this situation if the drummer wrote d songs and the guitarist wrote g songs? ( HELP NEED ANSWER ASAP)
1 answer:
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The given lines are perpendicular
Step-by-step explanation:
if Two lines are perpendicular then their slopes are
m
Where m₁ is slope of first line and m₂ is the slope of second line.
Since the lines are in slope-point form the standard form is:
where m is the slope
The slope of first line y= -9/5x + 1/5 is: m₁ = -9/5
The slope of second line y= 5/9x + 2/9 is: m₂= 5/9
So, m i.e
So, The given lines are perpendicular
Keywords: Perpendicular lines, slope
Learn more about Perpendicular lines at:
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