Question

How to simplify the point-slope form?

Answer 1

\[16+\frac{ 1 }{ 6 }(x-1)\]

Answer 2

lol is this from the last problem ? just asking because that is not right if it is

Answer 3

yea, i have the answer, but it doesn't count as the solution

Answer 4

the point was not \((1,8)\) it was \((64,8)\)

Answer 5

where did u get 8 from?

Answer 6

is it the last problem? the point was \((64,8)\) you got i t

Answer 7

sec

Answer 8

should be \[y-8=\frac{1}{6}(x-64)\]

Answer 9

maybe i am remembering wrong

Answer 10

yea but I'm suppose to use linearization form \[f(a)+f'(a)(x-a) \to find the equation\]

Answer 11

ok right
so \(x_1=64\)

Answer 12

and \(y_1=f(64)=8\)

Answer 13

point slope gives \[y-8=\frac{1}{6}(x-64)\]

Answer 14

isnt 64^2/3 = 16? cube root of 64 is 4, so 4^2=16

Answer 15

not sure where the 16 or the 1 came from

Answer 16

ooh sorry

Answer 17

you are right i am wrong

Answer 18

but there is still no 1` in it, \(x_1=64\)

Answer 19

\[y-16=\frac{1}{6}(x-64)\] that's better

Answer 20

Oh, I found the error, I used 1/6 for a in (x-a) instead of 64. Oops!

Answer 21

/derp

Answer 22

ooh