2. For the function h(x, y) = x+y², roughly sketch and label with their value the 7 level curves h(x,y) 0, +1, +2, +3. =

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Q: 14. Find a y=r³ parametrization for the path that travels along the graph of z from (-1,0) to (1,0).

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Q: 12x5-9x³ + 8x² - 4x 4x³ - 3x + 1 dx

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Q: dz Calculate for z = 4x² + 3y², x = sin(t), y = cos(t) dt

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Q: Determine the solution of the 1st Ordered Differential Equation: y(x² + y²)dx + x(3x² - 5y²)dy = 0

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Q: [x²-2 if x≤2] -3x+1 if x>2 Graph the function, f(x)=- x y

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Q: sinh(2 ln(c)) = (A) = +2₂/2/2 2c² (B) c² - (C)-2/² (D) c-¹ (E) 0 1 1

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Q: A. A. Find if x = 2t4 - 4t² and y = t4 - 4t. dx t²-t+1 2t(t+1) B. t² +t+1 2t(t+1) Find f'(t) if f(t)…

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