Activity 1: Find the value or values of x for which the curve of the following functions has a point of inflection. 1. y = (x – 1)* (x – 6) 2. y = 2x3 – 3x² - 36x + 25 UM 3. y = 3x4 – 4x³ + 1 4. y = x4 – 4x³ + 4x² MINI

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Q: Solve the following differential equation. Show complete details of your solution.

A: The objective is to solve the differential equation and show complete details of the solution.

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A: Given w(x,y) = xy-y2,x = u-v,y = uvsubstitute x and y in ww(u,v) = (u-v)(uv)-(uv)2 w(u,v) = u2v-v2u-...

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A: Find the absolute maximum and minimum points of the function  y= 2x3-27x2+84x+9  , [1,6]   

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Q: b. Use your calculator's TRACE function to estimate the x-values of any vertical asymptotes.

A: using trace function we have drawn the graph of the function. 

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