Question

Check my Calculus work?

Answer 1

hey zeppy.

Answer 2

Number 1 looks no bueno

Answer 3

none of the options for (1) look correct.. hmmmmm

Answer 4

The 8 should be an exponent when it comes into the log

Answer 5

Ya problem A doesn't have a correct option,
I'm pretty sure...

You'll have to ask teacher, I think he made a boo boo

Answer 6

#2 looks good!

Answer 7

#4 looks great!

Answer 8

Explain that the 8 should be an exponent on the (x^2+6),
not a coefficient :)

Answer 9

#5 looks bueno!

Answer 10

Numero tres no bueno XD

Answer 11

Oh that one is just a derivative? :D
fun fun fun

Answer 12

\[\large\rm y=\ln\left(x\sqrt{x^2+15}\right)\]

Answer 13

try \(\log x+\log\sqrt{x^{2}+15}\)

Answer 14

Oh true true, log rule first might be helpful

Answer 15

\[\large\rm y=\ln(x)+\ln\left(\sqrt{x^2+15}\right)\]

Answer 16

\[\large\rm y'=\frac{1}{x}+\frac{1}{\sqrt{x^2+6}}(\sqrt{x^2+6})'\]Something like this? :o

Answer 17

Mmm I don't understand.
You need to use more brackets maybe.
I can't tell what belongs to what.

Answer 18

u can take like this

\(\large\rm y=\ln(x)+\dfrac12\ln\left(x^2+15\right)\)

Answer 19

apply chain rule on

\(\dfrac12\ln\left(x^2+15\right)\)

Answer 20

thats correct

Answer 21

u get this

x/x^2+15 ?

Answer 22

yep

Answer 23

thz guys :)