Problem
Write the slope-intercept form of the line described in the following:
Parallel to 4x + 5y=20
and passing through (12,4)
Solution>
For this case we need to have the same slope, and if we write the equation given we see:
5y = 20 -4x
y = 4 -4/5 x
then the slope m = -4/5
and we also know a point given x= 12, y= 4 and we can do the following:
4 = -4/5 (12) +b
4 = -48/5 + b
And if we solve for the intercept we got:
b= 4 +48/5= -28/5
And our equation would be given by:
y = -4/5 x -28/5
Answer:
C- no because the graph is not a straight line
Answer:
The LCD denominator is 1
Step-by-step explanation:
Answer:
x
=
−
5.35424868 ,
−
10.64575131
Step-by-step explanation:
Answer:
The question asks arc length:

Dividing by

Because 360°(by formula)
Therefore:

Good luck!
Intelligent Muslim,
From Uzbekistan.