Originally posted by: Boo025
isn't D just differential operator (d/dx)?
http://en.wikipedia.org/wiki/Differential_operator
Originally posted by: josh0099
2nd derivative?
Originally posted by: speg
I'm going to sound really dumb in a second, but I haven't taken calculus in 4 years and don't have the textbook with me...
1. For each function below, ?nd
?f and D^2(f)
(a) f (x, y) = x^2 + xy^2 - e^y
I know ? is the grad operator, but what is D^2?
😱
Originally posted by: hypn0tik
Originally posted by: speg
I'm going to sound really dumb in a second, but I haven't taken calculus in 4 years and don't have the textbook with me...
1. For each function below, ?nd
?f and D^2(f)
(a) f (x, y) = x^2 + xy^2 - e^y
I know ? is the grad operator, but what is D^2?
😱
Is D^2 the Laplacian?
Originally posted by: Random Variable
Originally posted by: hypn0tik
Originally posted by: speg
I'm going to sound really dumb in a second, but I haven't taken calculus in 4 years and don't have the textbook with me...
1. For each function below, ?nd
?f and D^2(f)
(a) f (x, y) = x^2 + xy^2 - e^y
I know ? is the grad operator, but what is D^2?
😱
Is D^2 the Laplacian?
You're probably right.
D(f) = ?f = (?f/?x,?f/?y,?f/?z)
D^2(f) = ?²f = ?·?f = (?/?x,?/?y,?/?z)·(?f/?x,?f/?y,?f/?z) = ?²f/?x²+?²f/?y²+?²f/?z²
Originally posted by: Random Variable
Originally posted by: hypn0tik
Originally posted by: speg
I'm going to sound really dumb in a second, but I haven't taken calculus in 4 years and don't have the textbook with me...
1. For each function below, ?nd
?f and D^2(f)
(a) f (x, y) = x^2 + xy^2 - e^y
I know ? is the grad operator, but what is D^2?
😱
Is D^2 the Laplacian?
You're probably right.
D(f) = ?f = (?f/?x,?f/?y,?f/?z)
D^2(f) = ?²f = ?·?f = (?/?x,?/?y,?/?z)·(?f/?x,?f/?y,?f/?z) = ?²f/?x²+?²f/?y²+?²f/?z²
Originally posted by: JohnCU
Originally posted by: Random Variable
Originally posted by: hypn0tik
Originally posted by: speg
I'm going to sound really dumb in a second, but I haven't taken calculus in 4 years and don't have the textbook with me...
1. For each function below, ?nd
?f and D^2(f)
(a) f (x, y) = x^2 + xy^2 - e^y
I know ? is the grad operator, but what is D^2?
😱
Is D^2 the Laplacian?
You're probably right.
D(f) = ?f = (?f/?x,?f/?y,?f/?z)
D^2(f) = ?²f = ?·?f = (?/?x,?/?y,?/?z)·(?f/?x,?f/?y,?f/?z) = ?²f/?x²+?²f/?y²+?²f/?z²
i just came
lol at this comment, it looks to me to be the derivative of the gradient or 2nd deriv of the multi variable function with respect to each variableOriginally posted by: JohnCU
Originally posted by: Random Variable
Originally posted by: hypn0tik
Originally posted by: speg
I'm going to sound really dumb in a second, but I haven't taken calculus in 4 years and don't have the textbook with me...
1. For each function below, ?nd
?f and D^2(f)
(a) f (x, y) = x^2 + xy^2 - e^y
I know ? is the grad operator, but what is D^2?
😱
Is D^2 the Laplacian?
You're probably right.
D(f) = ?f = (?f/?x,?f/?y,?f/?z)
D^2(f) = ?²f = ?·?f = (?/?x,?/?y,?/?z)·(?f/?x,?f/?y,?f/?z) = ?²f/?x²+?²f/?y²+?²f/?z²
i just came