Question 4 (20pts) The equation of a circle can be represented parametrically as ?? = sin...

Question 4 (20pts) The equation of a circle can be represented parametrically as

?? = sin (??)

?? = cos (??)

where ?? varies from 0 to 2*pi. Create a Simulink® model to parametrically graph a circle using the ???? graph block found in the sink library. To model cosine, you will need to modify the Sin block.

Take a screenshot that includes

• Simulink model

• Answer

Expert Solution

Manojponduru answered 1 year ago

The demand curve for turnip can be represented by the following equation: ? = 2000 −...

The demand curve for turnip can be represented by the following equation: ? = 2000 − 400? There are only two producers and the marginal cost to produce a turnip is $2 (There is no fixed cost). If the capacity of each firm is 600 output, calculate the price range of turnip under the Bertrand-Edgeworth Model.

Use Laplace transforms, solve the differential equation y'' + 16y = 4 sin 4? , where...

Use Laplace transforms, solve the differential equation y'' + 16y = 4 sin 4? , where y(0)=2. y′(0)=0.

1) Let y be the solution of the equation y ′ = 4(x^4)*sin(x^4) satisfying the condition...

1) Let y be the solution of the equation y ′ = 4(x^4)*sin(x^4) satisfying the condition y ( 0 ) = − 1. Find y ( pi^1/3 ). 2) Find the largest value of the parameter r for which the function y = e^(rx) is a solution of the equation y ″ − 14 y ′ + 28 y = 0. 3) Let y ′ = − 4x^2*e^(-x^4) and let y ( 0 ) = 1. Find ln ⁡ (...

Question 4. BONUS 20pts. Now relax and think about all studied topics in the General Physics...

Question 4. BONUS 20pts. Now relax and think about all studied topics in the General Physics course. You are asked to define 10 different " The right-hand rule". Here you first define the application and explain how the right-hand rule is applied to find the direction of physical concept. This is a free question that we expect independent study. DO NOT GET A COPY OF YOUR FRIENDS DEFINITION. OPEN THE BOOK AND FIND 10 DIFFERENT APPLICATION OF THE RULE. To...

Suppose the demand for good X can be represented by the following equation: QX = 35...

Suppose the demand for good X can be represented by the following equation: QX = 35 - 2P. Furthermore, suppose that the demand for good Y can be represented by QY = 25 - 0.1P. a. Find the elasticity of demand for both good X and good Y when the price of X is $15 and the price of Y is $10. b.If the community’s goal is to raise tax revenue as efficiently as possible, what should be the ratio...

Intermediate Macroeconomic Question. Given that the money supply is 1400, consumption equation is represented as: C...

Intermediate Macroeconomic Question. Given that the money supply is 1400, consumption equation is represented as: C = 120 + 0.7 (Y-T), investment equation is I=200-10r, where r is the real interest rate while Taxes (T) and Government expenditure are 200 and 400 respectively. The real money demand function is expressed as m/p=0.1y -100r (units in million) i) Solve for equilibrium real output and equilibrium interest rate ii) Assume that autonomous investment increases by 300, compute the investment multiplier and analyze...

Find an equation of the tangent plane to the graph of f(x, y)=sin(x3y2) at point (4,...

Find an equation of the tangent plane to the graph of f(x, y)=sin(x3y2) at point (4, 2).

The global demand for cocoa can be represented with the following equation: P=50 - 0.25Q, where...

The global demand for cocoa can be represented with the following equation: P=50 - 0.25Q, where P is the price (dollars per 100 lbs.), and Q is quantity. Furthermore, assume that cocoa can be produced at a constant marginal and average cost of $10 per unit of Q. Cocoa producers have formed a cartel, aimed at realizing the monopoly price for cocoa. Given the demand equation and marginal cost specified above, what is the monopoly price and quantity?

The global demand for cocoa can be represented with the following equation: P=50 - 0.25Q, where...

The global demand for cocoa can be represented with the following equation: P=50 - 0.25Q, where P is the price (dollars per 100 lbs.), and Q is quantity. Furthermore, assume that cocoa can be produced at a constant marginal and average cost of $10 per unit of Q. Cocoa producers have formed a cartel, aimed at realizing the monopoly price for cocoa. Given the demand equation and marginal cost specified above, what is the monopoly price and quantity? The monopoly...

Let R be the region that is inside the circle r = 3 sin θ and...

Let R be the region that is inside the circle r = 3 sin θ and outside the cardioid r = 1 + sin θ. Find the circumference of the region R.

Question

Question 4 (20pts) The equation of a circle can be represented parametrically as ?? = sin...

Solutions

Expert Solution

Related Solutions

The demand curve for turnip can be represented by the following equation: ? = 2000 −...

Use Laplace transforms, solve the differential equation y'' + 16y = 4 sin 4? , where...

1) Let y be the solution of the equation y ′ = 4(x^4)*sin(x^4) satisfying the condition...

Question 4. BONUS 20pts. Now relax and think about all studied topics in the General Physics...

Suppose the demand for good X can be represented by the following equation: QX = 35...

Intermediate Macroeconomic Question. Given that the money supply is 1400, consumption equation is represented as: C...

Find an equation of the tangent plane to the graph of f(x, y)=sin(x3y2) at point (4,...

The global demand for cocoa can be represented with the following equation: P=50 - 0.25Q, where...

The global demand for cocoa can be represented with the following equation: P=50 - 0.25Q, where...

Let R be the region that is inside the circle r = 3 sin θ and...