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thank you
(QUESTION 13)
explain your logic, methoding, and how your thinking process carried out the question from the begining
thanks-Alex, the point of
I am in great need of help. D:
7.Let y=20,000(0.95)^x represent the buying power of $20,000 with an inflation rate of 5% per year, where x represents the number of years.Using the equation, predict
This one is a little tricky. First graph all functions/lines.
Then find region that is bounded by all functions/lines.
The region I found is shaded in link below:
http://www.flickr.com/photos/56185495
A square is cut into two equal rectangles, each with perimeter 36. Find the area of the square.-If x is one side of the square, one side of the rectangle is x and the other is x/2, so the equation of
Explain how you got your answer please.
1) Find the equation of the line in slope-intercept form that is parallel to the line 2x+y= -5 and contains the point (3, -1)
Thanks everyone.
I got 2x+y=5 b
1 + 2 + 3 + .... + i - 2 + i - 1 = [( i - 1)i]/2
Prove with gory detail please.-Let
K = 1 + 2 + 3 + .... + (i - 2) + (i - 1)
now, use the commutative property
of addition to write
K = (i-1)+(i-2)+
Write the slope intercept form for the equation of a line with the given slope and y intercept.
M = -1; y-int: (0,0)
I did the problem but Im not sure do you show the 0?-The slope intercept form is
What i really mean is that should i go up by for this graph on the y axis? Its from $2000 to about a million dollars but i dont know how much to do up by, and i only have 30 spaces, i could possibly c
Is λ = -3 an eigenvalue of [-1 4 ; 6 9]? Why or why not?
Thanks!-| -1+3 4 ;69+3 | = (-1+3)(9+3) - (6*4) = 30 != 0.Therefore -3 is not an eigenvalue.
[Ed.What a mistake.(-1+3)(9+3) - (6*4) should be
is the discontinuity of (e^(2x) -1) / (e^x - 1) at x= 0 removable? if not explain why not, and if yes, give a value for f(0) that will make f(x) continuous
ok so im confused, so the limits as x approa
Concentration c as a function of distance r from the center satisfies
c(r) = 1/r
Distance as a function of time t satisfies
r(t) = (10 - t)^(2/3)
Speed s as a function of time t satisfies
s(t)
5(12-3p) = 15p+60-First you distribute the 5:
(5 x 12) - (5 x 3p) = 15p + 60
60 - 15p = 15p + 60
Then you get the variable all on one side and the non-variable all on one side:
60 - 15p + 15p = 15p +
Evaluate the indefinite integral as an infinite series.
Can someone help me figure this out?
Im pretty stuck.
Thanks!
arctan(x^5)dx-d/dx [arctan(x)] = 1/(1 + x²)
1/(1 - x) = 1 + x + x² + x³ + ...
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question 31.
i know what a cube is, but i have no idea what sort of elimination process i must use or how to select the right answer
can anyone help please
Pretty sure if this is possible a trig identity is used but I have no idea which one.
Also wanna add that yahoo thought this belonged in religion and spirituality...-Not a trig identity, an algebra i