Local Max and Local Min. Justify your answer with reference to the graph of this function...
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Local Max and Local Min. Justify your answer with reference to the graph of this function and log₂ (20¹)=x{2<y<4} he sign of IRC. A sum or difference of two functions f(x) = 5 sin(x4.7) {1.8>x>1.813} Function from your design Disregard desmos restrictions. Set sliders = 1 if needed A product of two functions x intercepts and y intercept. Justify your answer with calculations and show algebraic steps to determine the x intercepts and the y intercept. f(x) = 5 sin(x4.7) {1.8>x>1.813} log₂ (20) = x {2<y<4}\ Disregard desmos restrictions. Set sliders = 1 if needed Local Max and Local Min. Justify your answer with reference to the graph of this function and log₂ (20¹)=x{2<y<4} he sign of IRC. A sum or difference of two functions f(x) = 5 sin(x4.7) {1.8>x>1.813} Function from your design Disregard desmos restrictions. Set sliders = 1 if needed A product of two functions x intercepts and y intercept. Justify your answer with calculations and show algebraic steps to determine the x intercepts and the y intercept. f(x) = 5 sin(x4.7) {1.8>x>1.813} log₂ (20) = x {2<y<4}\ Disregard desmos restrictions. Set sliders = 1 if needed
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