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A matrix is a rectangular array of elements. The dimensions of a matrix are expressed as rows by columns. Column 1 Column 2 Column 4 Column 3 Row 1 Row 2 Dimensions: 3 x 4 Row 3
State the dimensions of matrix G 2 rows 4 columns Answer:The dimensions of matrix G are 2  4.  Example 1-2a
State the dimensions of matrix G Answer:	3  2  Example 1-2b
Solve	for x and y. Since the matrices are equal, the corresponding elements are equal.  Answer:	The solution is (1, 1). Example 1-3a
Solve	for x and y. y = 3x – 1 2x = y – 1 2x = (3x – 1) – 1 2x = 3x – 2 -x = -2 x = 2 y = 3x – 1 y = 3(2) – 1 y = 6 – 1 y = 5 Answer:(2, 5) Example 1-3d
Kaitlin wants to attend one of two Iowa universities next year.She has gathered information about tuition (T), room and board (R/B), and enrollment (E) for the universities. Use a matrix to organize the information. University of Iowa:T - $3204	R/B - $4597		E - 28,311 University of Northern Iowa:T - $3130	R/B - $4149		E - 14,106 Example 1-1a

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Alg2 lesson 4-1

  • 1. A matrix is a rectangular array of elements. The dimensions of a matrix are expressed as rows by columns. Column 1 Column 2 Column 4 Column 3 Row 1 Row 2 Dimensions: 3 x 4 Row 3
  • 2. State the dimensions of matrix G 2 rows 4 columns Answer:The dimensions of matrix G are 2  4. Example 1-2a
  • 3. State the dimensions of matrix G Answer: 3  2 Example 1-2b
  • 4. Solve for x and y. Since the matrices are equal, the corresponding elements are equal. Answer: The solution is (1, 1). Example 1-3a
  • 5. Solve for x and y. y = 3x – 1 2x = y – 1 2x = (3x – 1) – 1 2x = 3x – 2 -x = -2 x = 2 y = 3x – 1 y = 3(2) – 1 y = 6 – 1 y = 5 Answer:(2, 5) Example 1-3d
  • 6. Kaitlin wants to attend one of two Iowa universities next year.She has gathered information about tuition (T), room and board (R/B), and enrollment (E) for the universities. Use a matrix to organize the information. University of Iowa:T - $3204 R/B - $4597 E - 28,311 University of Northern Iowa:T - $3130 R/B - $4149 E - 14,106 Example 1-1a