QUESTION:
For the trip ,julie needs a good travel bag.However she lives in a unit with limited storage space.The storage self is 90cm wide,30cm high and 45 cm deep.
The are two types of travel bags
Mercury has a density of of 13.6g/cc What is that ub pounds per gallon?
I am getting 113 pounds per gallon-One gallon, US = 3,785.41 cubic centimeters.
3,785.41 * 13.6 = 51,481.576 grams.
One pound
Help solving a double integral to find the area of the region.?
Use a double integral to find the area of the region.
The region enclosed by the curve r = 5 + 4cos(θ).
The area of the region is ____
Are the brackets needed? If yes, what purpose do they serve?
a) (-6) to the power of five
b) -(6) to the power of five
c) -(-6) to the power of five
d) (-6 to the power of five)
The power of five is
How would I go about this type of question?-You gotta know the unit circle to get exact value and the order of operations to know where to start go from there.
First start in bracket, x = -30 so (-30
are they the same thing? and how would i draw a dessert with a straight angle? thanks! =) (homework assignment)-No. Right angle is 90 degrees, straight angle is 180 degrees.
As to drawing a dessert,
Prove the following inequality:?
|x + y + z|^2 is less than or equal to 3 * (x^2 + y^2 + z^2).
The | |s are absolute values.-Note that
|x + y + z|^2 ≤ 3(x^2 + y^2 + z^2)
(x^2 + y^2 + z^2) + 2(|xy|
See the problem at:
http://www.flickr.com/photos/mrdmbob/
Thanks for your help!-This will be hard to explain without pictures, but Ill give it a shot.
First find the radius (r):
(8+10)/2 = r
r = 1
For all real numbers x, f is a differentiable function such that f(-x) = f(x). Let f(p)=1 and f (p) = 5 for some p>0.
1 - Find f (-p)
2 - Find f (0)
3 - If L1 and L2 are lines tangent to the graph
Where S and V are defined as below.I am not sure how to solve this problem.Could someone please explain it to me?Thanks!
S = { f(x) E P3 | f(0) + f(1) = 2 }, V = P3
A note on notation:The capital E
o.k.I have to write the natural anitlogarthithm of -31.057... well the hard part is when I get the answer in the calculator it turns into 3.25174346059077 e-14 .... I have no clue what the (e-14) stan
Hello,
The function given is f(z)=(z^2+3)/(z+1) and the domain is the complex plane C\{-1}.
Now let epsilon e>0 be given, so that
|f(z)-f(zo)|=|(z-zo)(z^2-zo^2+zzo-3)/(…
now I can set delta d=(z+1)(