Here are the 2 problems:
http://s4.postimage.org/40ecd8bwo/last2m…
Please help me. Do not worry about the direction field just help me solve number 28 only. Include all the steps please because this
Rewrite the equation in vertex form.
y = 3/5x^2 + 30x + 382
is it
A: y = 3/5 (x +25)^2 + 7
B: y = (x + 30)^2 + 518
C: y = (3x/5 + 25)^2 + 7
D: y = 3/5 (c+5)^2 + 21/5
I picked A. Am I right?
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I need help factoring: 2cot^2 (x) + cot(x) - 3 ?? Even if you just help me start, that works too. :)-Let x=Cot(x)
And plug in this substitution:
2x^2+x-3, and you should know how to factor this:
(2x+
The mean area μ of the several thousand apartments in a new development by a certain builder is advertised to be 1250 square feet. A tenant group thinks this is inaccurate, and suspects that the avera
I am not good at percentages except when they are obvious answers so I broke down the problem so its easier and the answer I know is the first problem and I put that answer in {} so you know thats the
A radio disc jockey asks listeners to call in and name their favorite radio station.
A. population-radio listeners
sample-listeners who call in
possible bias-not all listeners have a favorite station
I dont understand this math problem can someone help? Lots of points to the best answer.
(log(a,m) - log(a,n)) +3log(a,k)
3/4ln16-ln(4^2-3^2-2)-For the first one, I am going to assume that a is the
Find the mean of the data set.
94, 90, 88, 66, 94, 81, 102, 108, 88
Find the median of the data set.
94, 90, 88, 66, 94, 81, 102, 108, 88-mean and median, and also mode, are the measurements of centr
Suppose that the breaking strength of a rope (in pounds) is normally distributed, with a mean of 100 pounds and a standard deviation of 16.
What is the probability that a certain rope will break when
A girl lives 500m from school. She starts walking at 2m/s but by the time she has walked x metres, he speed has dropped to (2-(x/400))m/s how long does she take to get to school?-v (speed) = 2 - x/400
Is the following function linear, or quadratic? Identify the linear, quadratic, and constant term.
y=(x+1)(6x-6)-6x^2
is it
A: linear function. linear term: -35x, constant term: 6
B: quadratic func