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etzzz32561
22.04.2021 •
Mathematics
A line has a slope of
1
8
and passes through the point (
–
4,8). What is its equation in point-slope form?
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Ответ:
Y = Mx + C where
M is the slope and
C is that point on the y axis where the curve cuts that axis (where x = 0)
In this case we are told that M = (3/4)
Our equation is now Y = (3/4)X + C ••• Equ 1
We are told that this curve passes through Point ( x, y ) = ( 8, -1 ).
Substitute these values of x, and y into Equ 1 to find C.
Y = (3/4)X + C or
( -1 ) = ( 3/4 )*( 8 ) + C or
( -1 ) = ( 6 ) + C or
C = ( - 7 )
Therefore the Equation of the Point Slope curve is
Y = ( 3/4 )X - 7
: Hope this helps :)
Ответ:
6x=180
X=180/6
X=30