please help me answer this topic is Defining Hyperbola and Determining Its Standard Equation Form

81x - 63y + 252y - 5000y - 5355 = 0 E Learning Task 3: Identify the length of transverse axis and conjugate axis, and the orientation of the given standard form of the equation of a hyperbola. (x+ 3)2 (1+1)= 1. 25 16 2. 169 3. 49 15 Learning Task 4: Identify parts, standard form and general form of the equation of a hyperbola given its specific condition. 1. Find the parts of a hyperbola whose center is located at (-6, -3), one of its foci is located at (-11, -3) and one of the endpoints of the conjugate axis is located at (-6, 0). 2. The center of a hyperbola is at (-4,1), one of the vertices is at (-4,3) and the length of the conjugate axis is 6 units. 33 PIVOT 4A CALABARZON Learning Task 5: To find the answer, find the parts of a hyperbola given the standard general form of its equation. Write the corresponding letter on the box above the correct answer in the decoder. Decode the Answer It is an hour-glass shape, which means that it has two hyperbolas one on each side. (x - 1)= (y -1)2 =1 1. 12 Orientation: Letter Parts Answer P Center K Vertices Endpoints of Conjugate Axis T Foci Equation of Asymptotes Graph: D 2. 121y - 4x3 - 484 - 0 Orientation: Letter Parts Answer o Center R Vertices Endpoints of Conjugate Axis W Foel Equation of Asymptotes Graph: (3, 1) & (1, 1 + 2V/3 (0, 0) (11, 0) & (1, 1) (0, 0) (0, 2) & (5, 1) & (-1, 1) (1,1- 2V/3) (-11, 0) (0, -2) (-3, 1) (5, 1) & (0,5v5) (-3, 1) (0, 0) (11, 0) & (0, 2) & (0,-3V5) (-11, 0) (0, -2) PIVOT 4A CALABARZON 34