Question

HELP ME!!!!!!! Problem attached.

Answer 1

Why is there a pi by the answer slot? +_+

Answer 2

its to add equations and stuff it doesn't have to do with the problem

Answer 3

Oh a tool icon? :D I see

Answer 4

So the difference quotient (which we use to find the slope of a secant line) is given by:\[\Large \frac{f(x+h)-f(x)}{h}\]
This is the formula you're using yes? :o

Answer 5

yea and the only answer i get is 1 which is wrong.

Answer 6

\[\Large f(\color{royalblue}{x})\quad=\quad \sqrt{\color{royalblue}{x}}\]\[\Large f(\color{royalblue}{x+h})\quad=\quad \sqrt{\color{royalblue}{x+h}}\]

Answer 7

oh...

Answer 8

you just brightened up my world

Answer 9

Oh that helped? XD lol

Answer 10

The colors are usually helpful hehe

Answer 11

yes but when i have to look at calculus problems all day all the colors start to fade to grey

Answer 12

lol

Answer 13

so can i do \[\sqrt{78}-\sqrt{41}=37?\]

Answer 14

It looks like we want to evaluate this at x=a=41, h=37.

So plugging in the information gives us:\[\Large \frac{f(41+37)-f(41)}{37}\]

Answer 15

\[\sqrt{37}*****\]

Answer 16

No we can't do that I'm afraid :( Hmm

Answer 17

so i cant combine them...than what am i supposed to do with them???

Answer 18

then*****

Answer 19

Lemme thinkkkkk...

It doesn't appear that we can simplify this at all.
That would just be your final answer.\[\Large \frac{\sqrt{78}-\sqrt{41}}{37}\]

Answer 20

Try putting that in and see if it accepts it or not :d

Answer 21

hold on lemme see if it works

Answer 22

I love you. Thank you.

Answer 23

yay team \c:/