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5. The equation A(w) = 180 e(0.01w) represents the area, in square centimeters, of a wall covered by mold as a function of w, time in weeks since the area was measured. (la. 10(n-3) Explain or show that we can approximate the area covered by mold in 8 weeks by multiplying A(7) by 1.01. (From Unit 4, Lesson 13.) 6. Solve each equation without using a calculator. Some solutions will need to be expressed using log notation. ; = 10 xul

5. The equation A(w) = 180 e(0.01w) represents the area, in square centimeters, of a wall covered by mold as a function of w, time in weeks since the area was measured. (la. 10(n-3) Explain or show that we can approximate the area covered by mold in 8 weeks by multiplying A(7) by 1.01. (From Unit 4, Lesson 13.) 6. Solve each equation without using a calculator. Some solutions will need to be expressed using log notation. ; = 10 xul

Elementary Algebra
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter8: Rational Expressions And Equations
Section8.9: Use Direct And Inverse Variation
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(la. 10(n-3) 5. The equation A(w) = 180 (0.01w) represents the area, in square centimeters, of a wall covered by mold as a function of w, time in weeks since the area was measured. (From Unit 4, Lesson 13.) 6. Solve each equation without using a calculator. Some solutions will need to be expressed using log notation. Explain or show that we can approximate the area covered by mold in 8 weeks by multiplying A(7) by 1.01. = 100 = 10 P. 10% = 0.05 102.505 2.01 001
Transcribed Image Text:(la. 10(n-3) 5. The equation A(w) = 180 (0.01w) represents the area, in square centimeters, of a wall covered by mold as a function of w, time in weeks since the area was measured. (From Unit 4, Lesson 13.) 6. Solve each equation without using a calculator. Some solutions will need to be expressed using log notation. Explain or show that we can approximate the area covered by mold in 8 weeks by multiplying A(7) by 1.01. = 100 = 10 P. 10% = 0.05 102.505 2.01 001
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