Homework Assignments for CMSC 203

Spring 1997



Homework 1. Due: Thursday, February 13, 1997

	Section 1.1
		26, p16
		44, p16
		47, p16
	Section 1.2
		11, p27
		30, p28
	Section 1.3
		10, p40
		41, p41
	Section 2.1
		30, p88
		32, p88

Homework 2. Due: Thursday, February 20, 1997

	Section 2.2
		27, p98
		33, p98
	Section 2.3
		12, p109
		14, p109
		17, p110
	Section 3.1
		12, p124
		16, p124
	Section 3.2
		 7, p130
		15, p130
		16, p130

Homework 3. Due: Thursday, February 27, 1997

   Section 3.3
		15, p138
		19, p138
		24, p138
	Section 3.4
		 8, p146
		16, p147
		25, p147
		28, p147
	Section 3.5
		 3, p153
		20, p153
		28, p153

Homework 4. Due: Thursday, March 6, 1997

	Section 3.6
		 8, p161
		 9, p161
		22, p161
	Section 3.7
		 3, p166
		10, p166
		12, p166
	Section 4.1
		16, p193
		25, p193
		38, p193
		43, p193

Homework 5. Due: Thursday, March 13, 1997

	Section 4.2
		10, p205
		13, p205
		16, p205
	Section 4.3
		 5, p211
		 9, p211
		12, p211
		15, p211
		20a,p211
		20b,p211

Assigned Problem:

Prove by mathematical induction that the polynomial x+y divides the polynomial
                                                x2n+1 + y2n+1
for all integers n greater than or equal to 0.

Homework 6. Due: Thursday, April 10, 1997

   
	Section 4.4
		2, p219
		3, p219
		5, p220
		6, p220
		10, p220
		13, p220
	Section 5.1
		1, p242
		7, p242
		9, p243
		12c&d, p243

Homework 7. Due: Thursday, April 17, 1997

   
	Section 5.2
		11, p257
		12, p257
		17, p257
		27, p257
		33, p258
Typo Correction Plus HINT
        Section 5.3
		8, p267
		18, p267
		40d,p268
		42, p268
		45, p268

Homework 8. Due: Thursday, April 24, 1997

        Section 6.1
		3b, p279
		11, p280
	Section 6.2
		7, p292
		10, p293
		16, p293
		30, p295
	Section 6.3
		2, p303
		10, p304
		15, p304
		24, p305

Suggested Study Exercises: (Not to be handed in)


No Homework is assigned because of Exam II on Thursday, May 1, 1997
        Section 6.4
		5, p320
		7, p320
		9, p320
		13, p321
		16, p321
		19, p321
		20, p321
		22, p322
	Section 6.6
		5, p335
	Section 6.7
		5, p343