Question
Write the area of each largest rectangle as a product and also as a sum of the area of the smaller rectangles. 2 6
Write the area of each largest rectangle as a product and also as a sum of the area of the smaller rectangles. 2 6 2x 70. Area as a product 71. Area as a sum Choices for 70-73: 72. Area as a product 73. Area as a sum A) 4(3x+2) B) x(2x+4) C) 2(x+6) D) 2x(x+4) E) 6(x+2) AB) 3x(2x+5) AC) 2x(3x+5) AD) 2(3x+4) AE) 12x+8 BC) 2x+4 BD) 2x+8 BE) 2x+4x CD) 6x+8x CE) 2x+12 DE) 12x+6 ABC) 6x+15x Use the distributive property to rewrite the expression. 74. 5(x+6) 75. 75 -3(k-4) 76. m(m+1) 77. 6b(2b+3) 18 78. -3y(y-2) Given the area of the rectangle, fill in the missing dimension. 79. 36 80. 24x For #81-84, fill in the missing dimensions from the given expression. Then rewrite the expression as a product. 2x+24 (82.) (83.) (81.) 2x 24 84. Expression as a product
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Discovering Advanced Algebra An Investigative Approach
Authors: Jerald Murdock, Ellen Kamischke, Eric Kamischke
1st edition
1559539844, 978-1604400069, 1604400064, 978-1559539845
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