- #1
kape
- 25
- 0
I have a few nagging questions that are preventing me from solving calculus problems.. Can someone give me a hand?
----------
Question 1
[tex] e^xy' = (4x+1)y^2 [/tex]
From the equation above, is it possible to do this:
[tex] \frac{y'}{y^2} = \frac{4x+1}{e^x} [/tex]
Aren't you supposed to divide one at a time, like this?
[tex] \frac{e^xy'}{y^2} = (4x+1) [/tex]
How would I get the [tex] \inline e^x [/tex] to the other side?
----------
Question 2
How do you tell the difference between these two?
[tex] 2 - 3 = -1 [/tex] and [tex] 2-3 = -6 [/tex] ?
(One latter being (2)(-3) = - 6?)
----------
Question 1
[tex] e^xy' = (4x+1)y^2 [/tex]
From the equation above, is it possible to do this:
[tex] \frac{y'}{y^2} = \frac{4x+1}{e^x} [/tex]
Aren't you supposed to divide one at a time, like this?
[tex] \frac{e^xy'}{y^2} = (4x+1) [/tex]
How would I get the [tex] \inline e^x [/tex] to the other side?
----------
Question 2
How do you tell the difference between these two?
[tex] 2 - 3 = -1 [/tex] and [tex] 2-3 = -6 [/tex] ?
(One latter being (2)(-3) = - 6?)