Welcome to this webpage!
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<a href="syllabus-MTH342.html">Syllabus</a>
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<b>Homework assignments:</b><br>
<b><font color=red> Note that late HW is not accepted!</font></b><br><br>
<b><font color=green> HW assignments</font></b> (collected):<br>
HWI: chap 1 #5,9,13 (due Mon Oct 7)<a href="HW1&2.pdf">Solutions to HW I and II </a> <br>
HWII:  chap 2 #3,6,10 (due Mon Oct 14)<br>
HWIII: chap 2 #14, chap 3 #2,7 (due Mon Oct 21)<a href="HW3.pdf">Solutions to HW III</a><br>
HWIV: chap 3 #12,13 (due Mon Oct 28). Yes, only 2 problems! The last one is interesting but somewhat challenging. Recall that to define a linear map on a finite dimensional 
vector space it is enough to define the images under this map of all the vectors in some basis of the vector space.<a href="HW4.pdf">Solutions to HW IV</a><br>
HWV: chap 3 #23, chap 5 #2,4,8 (due Mon Nov 4).<a href="HW5.pdf">Solutions to HW V</a><br>
HWVI: chap 5 #15,16,21. (due Mon Nov 11)<a href="HW6.pdf">Solutions to HW VI</a><br>
HWVII: chap 6 #1,3. Yes, only 2 problems!. (due Nov 18)<a href="HW7.pdf">Solutions to HW VII</a><br>
HWVIII: chap 6 # 10,11,21. (due Nov 25) <a href="HW8.pdf">Solutions to HW VIII</a><br>
HWIX: chap 6 # 30, chap 7 # 1a. (due Dec 2) <b>Although part b of the last problem is not due, it is interesting. But it requires some understanding of Proposition 6.47 
which we skipped. <a href="HW9.pdf">Solutions to HW IX</a><br>

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<b>Announcements:</b><br>
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<li> <b><font color=red>Room change: From the 2nd week of classes and onwards, Thursday's class is in WNGR 201.</font></b>

<li> Exam 1 is on Thursday Oct 24 and covers chapters 1 and 2 (vector spaces, subspaces, spanning sets, linear independence, basis) 

<li> Exam 2 is on Thursday Nov 14 and covers chapters 3 and 5 .

<li> Exam 3 (Friday December 6) covers chapters 6 and 7. 

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