2. Consider the equation: dy = y² + 2yt +t² - 2y – 2t – 1 dt a. Find a change of variable that transforms the equation into an autonomous equation change of variable: new equation: b. Sketch the phase line for the resulting equation and use it to sketch graphs of the long-term behaviors of all the qualitatively different solutions for the new variable, and then for the original equation.

Q: Solve each of the following equations. Be sure to check your answers. =x-1 b. 2. a. = x

A: Here we will solve the given equations,

Q: 2. Vos? |.6 = 0,8Ups - UDs? 0.6 Ups - 2

A:

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A: Five expressions are given and we are asked to solve each of the expressions and categorize the…

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A:

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A: we have the equation3a-6=3add both side by 6 we get 3a-6+6=3+6solving the equation we get 3a=9

Q: please

A: Given: The given equation is x6+x5+32x+32=0. To find: The main aim is to find all the solutions of…

Q: 4) Solve for c. a = 45 b= 85

A:

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A:

Q: 9. Solve the equation ur + 2xy²uy = 0.

A:

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A:

Q: Solve for x: A. 14.

A: Since AB is median so B is mid point  That means  2(4x+12)=112

Q: Solve the following equation: 7 -÷ = 3 + 20 p=[result]

A: We will use basic algebraic operations to find the answer.