Today's notes in class: Nothing really. Read the book. Hurrah.
Note: The constant rule, the power rule, and the constant multiple rules were used in the last chapter. P: we just didn't give them fancy names. The sum rule and difference is just stating you do each part of the equation separately if it's separated with +'s or -'s
If you have a derivative of sin it changes to cos, if you have a derivative of cos it changes to -sin
Homework: 1, 2, 3-63 (mutiple of 3), 67-72Note: The constant rule, the power rule, and the constant multiple rules were used in the last chapter. P: we just didn't give them fancy names. The sum rule and difference is just stating you do each part of the equation separately if it's separated with +'s or -'s
If you have a derivative of sin it changes to cos, if you have a derivative of cos it changes to -sin
Homework help/tutor click the link that says _ comments
You do not have to sign in, just click other (and post your first name or whatever..) or anonymous if you don't want people to know that you're having trouble with something.. it's nice to appear smart P:
2 comments:
The problems tonight seemed okay for the most part.
3-24 uses the 'rules' which we have already been using for a while
25-30 basically like 3-24
31-38 is kind of like what we did in 2.1. Find the derivative, then plug in x.
39-52 is the same as 3-24 but with more steps. Still use the same rules and stuff.
53-56 find the derivative, plug in x and the put it in slope form. y=m(x-xvalue)+yvalue or any slope form ._.;
57-62 find the derivative, and try to make the problem equal to zero.
Note: This is how I found mine and matched them with the back of the book, if I did it wrong PLEASE say so
This is a wonderful idea!! Thanks so much for setting this up and including me in the distribution. If there is ever a question that the group has trouble answering (and I haven't had a chance to) please call.
Post a Comment