Set 1 - Due 9/7/10
1.1: #2 - 10 even, 11
1.2: #2, 4, 8, 9 - 18, 20, 22, 24, 25, 26, 49, 50, 53 - 55, 67
Set 2 - Due 9/13/10
1.3: pg 67 #2 - 40 even, 41 - 44, 46 - 64 even, 68 - 78 even, 79, 81, 102 - 104, 113, 116
1.4 pg 78 # 2 - 24 even, 25 - 28, 30 - 32, 36, 38, 42 - 45, 48, 49, 52, 56 - 60, 62, 68, 71, 80, 84, 86 - 89, 91, 104
1.5 pg 88 # 2, 4, 6, 10 - 16 even, 20 - 28 even, 32 - 50 even, 55, 56, 60, 62, 70
page 93: #4 - 6, 8, 8, 12
Review Exercises [pg 91-92] (due 9/13/10 - extra cred): evens
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4 comments:
Hi Ms. Scheld,
I was wondering how to do question 10 on pg 47; does it want us to use the equations on both graphs?
Marissa
Marissa -
You don't really need to use the function for either graph, just look at the y-axis and estimate the height of the rectangles; for ex. the first rectangle in the left graph should be about 0.75 * pi/4 for height*width. Then just add up all the areas for each graph separately, and compare (for part b.). They should be similar numbers.
Ms. Scheld -
I'm confused about 12 on page 94, I don't see where you find the actual values for vo when r tends to zero, does that mean just plug in any # close to 0?
For a) you want to find the value for v0 yes, when v = 0. So think of what happens when r is huge, and what v0 would have to be in order to make the whole square root = 0.
For b and c, you just want to solve for v0 again (it's ok to have variables here)
That help?
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