Write equations of the lines through the given point parallel to and perpendicular to the given line.
6x − 2y = 9, (3, 1)

Question

Write equations of the lines through the given point parallel to and perpendicular to the given line.
6x − 2y = 9,    (3, 1)

anonymous · Answer

ok find a slope from this line and since the parallel slope has identical slope , u can use that to get an equation by using

anonymous · Answer

$$y-y _{1}=m(x-x _{1})$$

anonymous · Answer

do u know hoe to find a slope from an equation , you make y the subject like (y=...)

anonymous · Answer

how*

lisa123 · Answer

I think I did this but I got it wrong
6x-2y=9
-2y=-6x+9
y=3x-9/2

y-1=3(x-3)
y=3x-8:parallel line

anonymous · Answer

well done u are right :)

lisa123 · Answer

No, the answer is wrong...according to my hw website

anonymous · Answer

yea i realized u didnt do the third step right

lisa123 · Answer

oh what is that?

anonymous · Answer

no ur right the book is wrong

anonymous · Answer

i thought u maybe messed up while making the y subject its right

lisa123 · Answer

i also got y=-1/3x for the perpendicular line but it tells me thats wrong too

anonymous · Answer

nope ur right

lisa123 · Answer

Hmm okay I'll show my teacher. Thanks!

anonymous · Answer

i am 110% ur right

anonymous · Answer

no worries happy to help

lisa123 · Answer

Can you help me with another problem

anonymous · Answer

yea sure

lisa123 · Answer

Find the x- and y-intercepts of the graph of the equation. 
y = x4 − 25

lisa123 · Answer

x - intercept( larger value): sqrt 5,0
y-intercept : 0,-25
x- intercept (smaller value) ??

anonymous · Answer

is the eq $$x ^{4}-25$$