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m2o2c2's Introduction

suluclac

Multivariable calculus course materials

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m2o2c2's Issues

Incorrect Factorization in Limits Activity

We can consider the limit component by component

lim(x,y)→(2,2)x2y−2yx−2=lim(x,y)→(2,2)(x−2)(x+2)yx−2=lim(x,y)→(2,2)y(x+2)=2(2+2)=8

x^2y-2yx does not factor to (x-2)(x+2)y. (x-2)(x+2)y = (x^2 -4)y

week1/linear_maps/python: zip and map not supported?

A very minor quibble:

For the first exercise, the following should work:

def vector_sum(v,w):
  return map(sum, zip(v, w))

All three test cases check out:

>>> vector_sum([1,2],[4,1])
[5, 3]
>>> vector_sum([-5,23],[10,2])
[5, 25]
>>> vector_sum([1,5,6],[2,3,6])
[3, 8, 12]

But for some reason Ximera doesn't allow it. I'm using Python 2.7.

Need a little info on notation Week 1

In the quiz "L[ 0 1 ] and L[1 0] matrix notation was used. I missed something as it doesn't seem correct. Please advise what I'm looking at, Thanks.
Jon

Input Problem with Functions (only accept 0.xx not .xx)

Hi Jim et. al.,

With the function section of the M2O2C2 it gave me an error with a rather simple input. For sin(pi/6) it should be .5 but it would not accept this and threw an error.
Type Error: Object doesn't support property or method 'slice'

NOTE: It would accept 0.5 (but not .5).

So it seems like the parser is forcing you to have to type a 0 (zero) in front of the decimal point. Although this is good way of doing things I think that graphical user friendliness this is not that friendly and could even throw some people for a loop.

It looks like maybe the . (dot) has some purpose maybe in some inputs? (or is it a system/language property that got overlooked). If it is needed then maybe you could write it that if you are suspecting a numerical input to turn that (. dot) feature off, other times when expecting a non-numeric input leave the default (. dot) feature?

http://ximera.osu.edu/course/kisonecat/m2o2c2/course/activity/week1/functions/

Lastly thanks for the Calc I and Series class and this class. Keep up the good work...

clipboard04

wrong order of arguments in Curry

Let B: VxW -> R then Curry(B): V -> W -> R or equivalently Curry(B): V -> W*.

Currently, "Linear maps and bilinear forms" activity says Curry(B): W -> V*

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