Well I decided to test myself with some questions involving Algebra and I can not for the life of me figure out these problems. I would like to know if you an solve them for me, and I will be truly gr
Solve for x
sec^2πx = 4/π
I dont understand this please help thanks!-sec²(πx) = 4/π
Substitute 1/cos²(πx) for sec²(πx):
1/cos²(πx) = 4/π
Multiply both sides by cos²(πx):
1 = {4/π}{cos²(πx)}
M
If m and n are integers and m = n - (2/n) - (2/n^2), then which of the following could be the value of m?
i. -5
ii. -3
iii. -1
(A) ii only
(B) ii and iii only
(C) i and ii only
(D) i and iii only
(E
I am going into 6th grade and I want to be ahead, but really Ive got no clue how to do this. Please help in an easy to understand answer!!! Thanks!!!-First you need to calculate what 30% of 50 is. To
Can i possibly get some help to find the vertices, the foci and the center of the following graph:
(x+1)^2 /16 - (y-3)^2 /9 = 1...............?-This is not an ellipse:)
Because of the minus sign, it
1.Compute by using logarithms.
846 ÷629 =(the equal sign is supposed to be like this ~ but doubled(=), but I dont know how to do it on the keyboard.)
2. Compute by using logarithms.
4^√6 =
3. Solve
Im looking at a problem and Im stumped:
(1-tan x) / (sin x-cos x)
Im trying to reduce it down and cant figure out the trig identity to use to break it down.
Any help?-(1-tan x) / (sin x-cos x)
(1-
Okay,
I have a question and i am completely stumped as to how to do it.
A wheel is rolling in a straight line along level ground. The coordinates of a point P(x(t), y(t)) on the perimeter are given
Okay, Im in grade 10 doing top maths.
In the exam we had a month or two ago, one of the questions was:
Write -4 as a power of 2 - the correct answer being of course -2² = -4.
I got it wrong, because
lim_(x->0) {(x+sin(3 x))/(2 x+sin(x))}
Using the continuity of {x} at x = 4/3 write lim_(x->0) {(x+sin(3 x))/(2 x+sin(x))} as {lim_(x->0) (x+sin(3 x))/(2 x+sin(x))}:
= {lim_(x->0) (x+sin(3 x))/(2 x+si
Here are two properties of parallelograms with which one need be familiar:
(1) Opposite angles are of equal measure
(2) Sum of interior angles is 360º
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Visualize a rhombus (a parallelogram wi
f(x,y) = exp( - (x^2 + y^2 - 2Rxy) / 2(1-R^2) )
(-1
Ive already worked out ∫(-inf,inf) ∫(-inf,inf){f(x,y)} dxdy = 2pi for R=0,
and shown that ∫(-inf,inf){exp(-ax^2)} dx = sqrt(pi/a) for R=0 and a>0.