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This will help you get started: http://www.uncwil.edu/courses/mat111hb/functions/inverse/inverse.htmlProblems. :/
Let f(x) = 3 + 2x + 4e^x
find f^-1(7).
I am stumped as how start this one.
What do u mean laws? Like how to use them? The way I remembered them is "soh cah toa"Could someone give me the lowdown of the sine and cosine lawss?
The way my teacher explained it was the most confusing **** I've ever seen lol.
Law of Sine:I mean like solving triangles that dont have right angles. ex: the only known variables are one angle and a side adjacent to it.
If the Law of Tangent is in the book, the chances are way higher for you to need to know that. But if it is not in the book, don't stress.i'm guessing I'll be dealing with the Tangent one soon, so a look into it would help a lot.
lol, usually i'm too tired to understand anything during class so I just write it down and figure it out at home... especially since its 2x more accelerated than math pure.
Systems of Equations or Matrices is the best way.What steps would I go about to solve this problem?
(x/3) + (y/4) + (z/2) = 7
(x/6) + (y/2) + (z/6) = 6
(x/3) + (y/2) + (z/2) = 9
I need to find z x and y
EQ3 - EQ1 gives you y/4 = 2 so y = 8,What steps would I go about to solve this problem?
(x/3) + (y/4) + (z/2) = 7
(x/6) + (y/2) + (z/6) = 6
(x/3) + (y/2) + (z/2) = 9
I need to find z x and y
y = 6x - 51 is wrong?!?!Ok my Hw is due at at midnight so i could really use the help. I only have 1 problem left but i'm stuck half way through =\ the question is:
Find equations of the two tangent lines to the graph of f(x) = 3x^2 that pass through the point (1, -45).
F'(x) = 6x
and one equation is y= 6x -51 I believe, the problem asks for a line with a positive slope and a negative slope though and i have no idea how to find the 2nd one.
edit: y = 6x -51 is wrong so 2 more tries for me
This is what I typed in Notepad in the time it took me to figure this out:Ok my Hw is due at at midnight so i could really use the help. I only have 1 problem left but i'm stuck half way through =\ the question is:
Find equations of the two tangent lines to the graph of f(x) = 3x^2 that pass through the point (1, -45).
F'(x) = 6x
and one equation is y= 6x -51 I believe, the problem asks for a line with a positive slope and a negative slope though and i have no idea how to find the 2nd one.
edit: y = 6x -51 is wrong so 2 more tries for me
Don't the numbers just double?Can someone please tell me the recursive formula for "3,6,12,24..." and explain how you got it so I can know from now on? You might need a smart *** calculator for it or something.
Hy guys
I didn't understand how 1=0...
Can anyone help me to understand it please because our math teacher said that 1 can't be 0.
So if you could help me to discuss with him I were very thankful
Something like thatLet x = 1 – 1 + 1 – 1 + 1 …
X = (1 – 1) + (1 – 1) + (1 – 1) +…
X = 0 + 0 + 0 + …
X = 0
Let x = 1 – 1 + 1 – 1 + 1 …
X = 1 + (-1 + 1) + (-1 + 1) + (-1 + 1) …
X = 1 + 0 + 0 + 0 + 0…
X = 1
Thus,
1 = 0
Satisfied? I have an entire thread for this stuff. It's on the next page of threads.
Haha thank you, that was so obvious, I just couldn't remember how we did it in class Friday. xDDivide by -3 on both sides.
LOL it happens.Haha thank you, that was so obvious, I just couldn't remember how we did it in class Friday. xD
yes but i don't know how to write it. like a question also told me to find the 1st four terms of the sequence defined "U1 = 17, Un-1+8 where n>2Don't the numbers just double?
Are you asking for a mathematical relationship?
Maybe X(n+1) = Xn*2?
You mean this blasted thing:can someone please explain algorithms to me? trying to solve a cube here >.<
a) Log x + Log y = 0.5 --> log xy = 0.5 (using the rule that log(A) + log(B) = log(AB)) ---> xy = 10^0.5 so xy = sqrt10Agh, school is back and so is math! I got a few questions that I either don't seem to remember or never learned in the first place
a) Log x + log y = 0.5 . What is xy?
b) Log x = 3, find x. Log y = 1.4, find y.
c) Find ln 10.
d) Find log to base 2 of 1024 ( this is just 10 is it not?
PLEASE HELP!!
hey guys
i have a question:
our teacher told us that phylosophi and maths are the base subjects and everything is build on these...
is this sentence correct? me and my friend thought that chemistry is also one of the base subjects...
maybe you can help me