through (2,-5) ; perpendicular to 3y=x-6 I got y=3x-11 the answer is y=-3x-1. what did i do wrong
okay, so perpendicular to 3y = x- 6 means that the slope of the desired equation is the negative reciprocal of 3y = x-6. However this equation is not yet in proper form. To get it in the form y = mx + b, we divide the equation by 3 on both sides, to get y = (x/3) - 2. From this we get that the slope is 1/3. So the slope of the equation you are deriving is -3, because -3 * 1/3 = -1. So, y = -3x + b. To find b, the y intercept, plug in the (x, y) pair (2, -5) you were told the equation goes through. -5 = -3*2 + b; b = -5 + 6 = 1; so y = -3x + 1
you went wrong when you said the y-intercept was -1, because it is in fact 1
y=(1/3) x-2 perpendicular to slope is negative reciprocal so u did 3 where it is supposed to be -3
uh ok goddess explained it
where did -3 come from
From the answer you derived it seems you know the general method, you just have to be careful with the arithmatic
if m is slope of a line then its peripendicular is -1/m
-3 is the negative reciprocal of 1/3. The slope of an equation perpendicular to another equation is always the negative reciprocal of the slope of the given equation
so if m=1/2 perpendicular is -2
to find the negative reciprocal, set your given * a variable = -1. For example, x*1/3 = -1; x = -1/(1/3) = -1 * 3/1 = -3
Hope this helps
its confusing when ur teacher doesnt even explain this in the first place
It is unfortunate that some teachers don't explain things well. Try going back to your textbook or check online for explanations. There are often very clear ones available.
i learned all of physics on wikipedia
lol
i think teachers explain how but not usually the why and that screws every1 over when they are attempting problems
Join our real-time social learning platform and learn together with your friends!