Doesg(x + h) = g(x) + (h g(x) ) as h approach 0 (i get it from (g(x+h)-g(x))/h = g(x) ).if i am wrong,
how do i rewrite g(x+h)=?-They arent equal, but they are approximately equal.
Since [g(x + h) -
Create a word problem that would match the following equation
4 x ( 1+ 3/4 )
--------------
14-You order a total of 8 pizzas, but when you open the box, 4 boxes have the full pizza, and 4 boxes have
Lecture grade=(Lowest test grade 10%)+(Remaining test grades 30% each)
& my grades are 95, 88, & 72.. How would I go about doing this with that formula?-.72 * .1 + .88 * .3 + .95 * .3 = .621
.621 /
The 36 fourth graders in Mrs. Thompson’s class had a year-end celebration. They decided to have a “Festival of Wheels.” For this celebration, each member of the class brought a method of transportatio
it says Simplify each radical expression
One of the problems is √75 , how do i get the answer? (show me steps please~)
Also on the other side it says Perform the indicated operations. Write your answe
Could anybody explain to me how co-terminal angles work. I need it specifically for simplifying trigonometry expressions.
Lets say we have have something like this:
tan(127) +tan(-143) +tan(-143) -ta
Find f(x) given f(x) = sin(x) + cos(x)
f(0) = 3
f(pi/2) = 4 + pi/8
Anyone know how to solve it? Im pretty much stuck. I got that f(x) = -cos(x) + sin(x) + C and
f(x) = -sin(x) - cos(x) + C + D but I
It has to do with Parabola .
I have to Find The Solution to these problems using Factoring and Square RootsMy algebra teacher is a bit old,64, he is kinda hard to learn from . help i think there are
A man is going on a thru-hike of the Appalachian Trail. The trail is 2160 miles. He has a disposable camera containing 40 photographs for him to take. Approximately how many miles apart should each ph
so idk how to do this will you do it out for me? thanks!
the directions are:solve the equation
n2 + 8 = 6n thats n squared
c2 - 8 = -13c + 6thats c squared
8t2 + 6t = 9thats 8t squared
Email me the answer on a graph, thanks:) alexiak@ymail.com-Since
|x+2| = (x+2) for x >= -2 and
|x+2| = -(x+2) for x
thus draw 2 lines y1, y2 as
y1 = (x+2) - 1 or
y1 = x + 1 for x>= -2 (only take the p
How should i compute this problem?
Thanks-Write this as z = 3 - x/2 - 3y/2, with x,y such that x + 3y = 6 in the first quadrant.
So, the surface area equals
∫∫ √[1 + (z_x)^2 + (z_y)^2] dA
= ∫(y = 0