My instructor gave me some problems to help study for the quiz on Monday, but i have no idea how to go about solving them..
1) In martians, Gene 1 is determining eye shape (A-star eyes; a- square eyes) and Gene 2 is coding for presence or absence of tail hairs (B-hairy tail; b-smooth tail)...
Would the first one be \frac{1}{2}x_\frac{sin(6t)}{6}?
I have in my notes that \int cos(kx)dx= \frac{sin(kx)}{k}+C
For the second i have y=\frac{100-12x}{7}
so the area would A=\frac{600-72x^{2}}{7}
Would i take the derivative of the Area, set the top and bottom to 0 to find the...
1) Find the Indefinite Integral.
(1-cos(6t)/2)dt
I have the first part: 1t-sin (3t^2)
I'm not really sure about the (3t^2) part, then after that I'm lost.
2)A vet has 100ft of fencing to construct 6 dog kennels by building a fence around a rectangular region, and then subdividing into 6...
yeah I've had this it's what's next is what i have the problem on..
cos(3*pi*x/2)(3*pi/2)-sin(3*pi*x/2)(3*pi/2)
do i just leave it like that? or should i rearrange the constant to the front.
yeah, i know how to do chain rule..
derive outside, leave inside, then derive outside, but since there's it's 3pi(x)/2 would i use the quotient rule or what. I know 3 pi/2 is a constant.
damn..can't believe it was that simple i forgot about it maybe the "factor" was a dead giveaway.
So if i applied that to problems 3 & 4
3) y'=-y^2-2xy/x^2+2yx
4) y'=1-2y/2x+2y-1
please tell me i did it right..
Homework Statement
I'm supposed to just differentiate these 2
1)http://img132.imageshack.us/img132/8439/img0543hd2.jpg
2)http://img142.imageshack.us/img142/8544/img0544sr0.jpg
And use implicit differentiation to fidn dy/dx on these 2...