How to use regionprops to find areas of specific... Learn more about ellipse, regionprops, s.area, majoraxislength, minoraxislength, image analysis MATLAB
The symbolic toolbox saw that we can transform the problem using the identity sin(u+v) = sin(u)cos(v) + cos(u)sin(v) then it used deMoivre's identiy exp(i*theta) = cos(theta) + i*sin(theta) to solve for gammaL. Both solutions should be equally valid, just expressed dif...
What is the value of the sin 15? opposite to the angle to the length of the hypotenuse in a right triangle. To find the sine of 15 degrees, we can draw a right triangle with one of the angles as 15 degrees. Using basic trigonometric ratios, sine theta = opposite side/hypotenuse. For...
How do you find the degree of an angle? Explain how to find sin (2x) after finding tan (2x). given the value of the sine of an angle, find the value of the cosine and tangent of the mentioned angle Using a Reference Angle, evaluate the sine, cosine, a...
How to prove an algorithm is \theta (\log n) using summation notation? How to check if a function is convex? How to check a function is convex or not? How to verify Green's theorem? What is Rolle's Theorem and how do you find "c"? Let F \rightarrow = 6yi\rightarrow+7xj\rig...
sin 4530^@ = sin(25pi+pi/6) = sin(2**12pi+pi+pi/6) =sin(pi+pi/6) = sin210^@ So, 180^@ lt 210^@ lt 270^@. :. theta lies in 3rd quadrant.
Find the derivative of the given function. g(y)=(y?4)(2y+y^2) Find the derivative of the given function. h(x) = \dfrac{5x^3 - 7x + 8}{x} Find the derivative of the given function: y = e^theta(sin(2theta)) Find the derivative of the given function (4x^2 + 3x...
THETA2P = evalfis(anfis2,XY);% theta2 predicted by anfis2 The error that I get: Errorusing evalfis (line 51) Thesecond argument must be a FIS structure. Accepted Answer DINIon 30 May 2019 0 Link Open in MATLAB Online Hi!!!, when you use the evalfis function, you need to specify: ...
meters long and goes down at an angle of 36°. Now we can calculate how much vertical and horizontal space this slide will take. We are basically in the same triangle again, but now we know theta is 36° and r = 4. Then to find the horizontal length x we can use the cosine. We...
r2=0.5# Radius at the top h=2# Height # Create the mesh grid for the frustum theta=np.linspace(0,2*np.pi,30)z=np.linspace(0,h,30)theta,z=np.meshgrid(theta,z)x=(r2+(r1-r2)*(h-z)/h)*np.cos(theta)y=(r2+(r1-r2)*(h-z)/h)*np.sin(theta)# Plotting the...