1. The math of Gardening!!! Liz Salois 2. Rototilling yourGarden! Gardens come in all sorts of shapes!Squares, rectangles, triangles, circles and more! I’m going to make…

Slide 1 4.7 Applied Optimization Wed Dec 17 Do Now Differentiate 1) A(x) = x(20 - x) 2) f(x) = x^3 - 3x^2 + 6x - 12 Slide 2 Optimization One of the most useful applications…

Slide 1 APPLICATIONS OF DIFFERENTIATION 4 Slide 2 The methods we have learned in this chapter for finding extreme values have practical applications in many areas of life.…

4.7 Applied Optimization Wed Jan 14 Do Now Differentiate 1) A(x) = x(20 - x) 2) f(x) = x^3 - 3x^2 + 6x - 12 HW Review Optimization One of the most useful applications of…

Section 4.4: Modeling and Optimization Section 4.4: Modeling and Optimization Objective: Write and solve optimization problems Critical Point Theorem Suppose a function f…

Domain for optimization 1)Domain for optimization Done by: Fatema Al Hebabi Student ID: 200802575 Serial no:05 Steps of Optimization GOAL: Determine your goal; whether you…

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4.7 Applied Optimization Fri Oct 30 Do Now Differentiate 1) A(x) = x(20 - x) 2) f(x) = x^3 - 3x^2 + 6x - 12 Optimization One of the most useful applications of derivatives…

Domain for optimization 1)Domain for optimization Done by: Fatema Al Hebabi Student ID: 200802575 Serial no:05 Steps of Optimization GOAL: Determine your goal; whether you…

2.6 Extreme Values of Functions 2.6 Extreme Values of Functions -max -min -standard form -applications of extremes Extreme value The largest or smallest value of the function…