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Problem statement The graph of the tilted ellipse 2-ry+y2-3 is shown...
(1 point) The graph of the equation 2? + ry + y2 = 3 is an...
(1 point) The graph of the equation 2? + ry + y2 = 3 is an ellipse lying obliquely in the plane, as illustrated in the figure below. a. Computer aligne = (-2x+y)(x+2y) . . b. The ellipse has two horizontal tangents. Find an equation of the upper one. The upper horizontal tangent line is defined by the equation y= c. The ellipse has two vertical tangents. Find an equation of the rightmost one. The rightmost vertical tangent line is...
(b) I G)(u) and G'(1) = 2+e Ft2): 3gcx1+1α)-x'(x) faf(x) , compute G(1) and G'(1). g(5a)'...
(b) I G)(u) and G'(1) = 2+e Ft2): 3gcx1+1α)-x'(x) faf(x) , compute G(1) and G'(1). g(5a)' 2x for 37 Problem 2 For each function below, find the smallest integer n for which f)0 and find fin-(x) or explain why this is not possible. notation: The factorial function is n!n (n -1).(n-2)3.2.1 example: If (x)2+z2-1, then n 5 andf)24.3-2.1 2(41). (a) (x)95 16z +23. (b) f(x) sin(3z). Problem 3 3 is shown to The graph of the tilted ellipse z2 -...
Please explain clearly and show each step for how to do this problem please!! Thank you...
Please explain clearly and show each step for how to do this
problem please!! Thank you so much !
Tiger Company sold 1,000,000 boxes of cereal under a new sales promotional program in 2019. Each box contains one coupon, which submitted with $2.00, entitles the customer to a stuffed animal. Tiger pays $4.00 per stuffed animal and $1.20 for handling and shipping. Tiger estimates that 40% of the coupons will be redeemed, even though only 100,000 coupons had been processed...
please show work and explain each part clearly 9. The curve given by its equation in...
please show work and explain each part clearly
9. The curve given by its equation in polar coordinates: r = 1+ cose. The graph of the curve is shown on the graph below. a) (Spes) Find the slope of the tangent to the curve at the point where ark (draw) the tangent on the graph below. b) (7pts) Find the area of the region bounded by the curve in the first quadrant
Please explain/show each step. WILL RATE!!! +3 V The transistor in the circuit shown on the...
Please explain/show each step. WILL RATE!!!
+3 V The transistor in the circuit shown on the right has a very high B. Find V and Ve for: (a) V +2 V (b) VB +1.7V, (c) V OV 1 kΩ VB -o Vc VE 1kn
Please, explain clearly & do step by step. Thanks. 11.7 A walker has a velocity in...
Please, explain clearly & do step by step.
Thanks.
11.7 A walker has a velocity in miles/hr v-4+sin (1.4t) for 0 s t 3 3hr a) Graph v(t) and describe the speed of the walker. b) Find the total distance walked in 3 hours. c) When does the walker's maximum speed occur and what is this maximum speed? Use calculus.
Please show each step and equations used to solve the problem. Please write clearly. Compute the...
Please show each step and equations used to solve the problem.
Please write clearly.
Compute the overall heat-transfer coefficient based on outer surface area, Uo. How does this compare to typical values for industrial heat exchangers? Dimensions & Constants Inner pipe inside diameter, Di 8.1 mm (319 in)Outer square-channel width-16 mm Inner pipe outside diameter, Do-9.25 mm (3/8 in Tube length-410mm Wall thickness, tw+071 mm(.028 in, #22 BWG) kw-16.3 wu'k [9.4 Btu ft*h'F1 Inner pipe material: 304 stainless steel
Answer the question step by step please. Explain everything clearly and neatly. Include diagrams visuals explaining...
Answer the question step by step please.
Explain everything clearly and neatly. Include diagrams
visuals explaining the logic & Science behind the numbers.
Dumb everything down. Thanks
ANS 2 (C)
ANS 3 (D)
Problems 1-6 refer to the area shown 6 cm 2 cm 4 cm 2 cm Problem 2 What are the z- and y-coordinates of the centroid of the perimeter line? (A) 1.0 cm; 3.8 cm (B) 1.0 cm; 4.0 cm (C) 3.0 cm; 3.7 cm (D) 3.0...
Please explain b! 2. Let z = f(x, y) = ln(4x2 + y2) (a) Use a...
Please explain b!
2. Let z = f(x, y) = ln(4x2 + y2) (a) Use a linear approximation of the function z = f(x,y) at (0,1) to estimate f(0.1, 1.2) (b) Find a point P(a,b,c) on the graph of z = f(x, y) such that the tangent plane to the graph of z = f(x,y) at the point P is parallel to the plane 2x + 2y – 2=3
Problem 1: Benefit Estimation Methods Please clearly label each statement True or False and explain your...
Problem 1: Benefit Estimation Methods Please clearly label each statement True or False and explain your reasoning. a) Revealed preference techniques can be used to estimate non-use value (e.g., existence value). b) Unlike revealed preference techniques, stated preference techniques are immune to “behavioral” phenomena (e.g., hyperbolic discounting). c) Revealed preference and stated preference techniques should be used jointly when possible.
(1 point) The graph of the equation 2? + ry + y2 = 3 is an ellipse lying obliquely in the plane, as illustrated in the figure below. a. Computer aligne = (-2x+y)(x+2y) . . b. The ellipse has two horizontal tangents. Find an equation of the upper one. The upper horizontal tangent line is defined by the equation y= c. The ellipse has two vertical tangents. Find an equation of the rightmost one. The rightmost vertical tangent line is...
(b) I G)(u) and G'(1) = 2+e Ft2): 3gcx1+1α)-x'(x) faf(x) , compute G(1) and G'(1). g(5a)' 2x for 37 Problem 2 For each function below, find the smallest integer n for which f)0 and find fin-(x) or explain why this is not possible. notation: The factorial function is n!n (n -1).(n-2)3.2.1 example: If (x)2+z2-1, then n 5 andf)24.3-2.1 2(41). (a) (x)95 16z +23. (b) f(x) sin(3z). Problem 3 3 is shown to The graph of the tilted ellipse z2 -...
Please explain clearly and show each step for how to do this
problem please!! Thank you so much !
Tiger Company sold 1,000,000 boxes of cereal under a new sales promotional program in 2019. Each box contains one coupon, which submitted with $2.00, entitles the customer to a stuffed animal. Tiger pays $4.00 per stuffed animal and $1.20 for handling and shipping. Tiger estimates that 40% of the coupons will be redeemed, even though only 100,000 coupons had been processed...
please show work and explain each part clearly
9. The curve given by its equation in polar coordinates: r = 1+ cose. The graph of the curve is shown on the graph below. a) (Spes) Find the slope of the tangent to the curve at the point where ark (draw) the tangent on the graph below. b) (7pts) Find the area of the region bounded by the curve in the first quadrant
Please explain/show each step. WILL RATE!!!
+3 V The transistor in the circuit shown on the right has a very high B. Find V and Ve for: (a) V +2 V (b) VB +1.7V, (c) V OV 1 kΩ VB -o Vc VE 1kn
Please, explain clearly & do step by step.
Thanks.
11.7 A walker has a velocity in miles/hr v-4+sin (1.4t) for 0 s t 3 3hr a) Graph v(t) and describe the speed of the walker. b) Find the total distance walked in 3 hours. c) When does the walker's maximum speed occur and what is this maximum speed? Use calculus.
Please show each step and equations used to solve the problem.
Please write clearly.
Compute the overall heat-transfer coefficient based on outer surface area, Uo. How does this compare to typical values for industrial heat exchangers? Dimensions & Constants Inner pipe inside diameter, Di 8.1 mm (319 in)Outer square-channel width-16 mm Inner pipe outside diameter, Do-9.25 mm (3/8 in Tube length-410mm Wall thickness, tw+071 mm(.028 in, #22 BWG) kw-16.3 wu'k [9.4 Btu ft*h'F1 Inner pipe material: 304 stainless steel
Answer the question step by step please.
Explain everything clearly and neatly. Include diagrams
visuals explaining the logic & Science behind the numbers.
Dumb everything down. Thanks
ANS 2 (C)
ANS 3 (D)
Problems 1-6 refer to the area shown 6 cm 2 cm 4 cm 2 cm Problem 2 What are the z- and y-coordinates of the centroid of the perimeter line? (A) 1.0 cm; 3.8 cm (B) 1.0 cm; 4.0 cm (C) 3.0 cm; 3.7 cm (D) 3.0...
Please explain b!
2. Let z = f(x, y) = ln(4x2 + y2) (a) Use a linear approximation of the function z = f(x,y) at (0,1) to estimate f(0.1, 1.2) (b) Find a point P(a,b,c) on the graph of z = f(x, y) such that the tangent plane to the graph of z = f(x,y) at the point P is parallel to the plane 2x + 2y – 2=3
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