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Find an equation of the ellipse having a major axis of length 10 and foci at , (1,−2 )and , (−7,−2.)


2) C (3, -3), D (0, 4) Find the midpoints of the ff. Points 3) E (3, 2) , F (-1 , -2) 4) G (-3, 0), H (2, -1 ) 5) I (3, 1), J (-2, 0 )


a uniform 300-N trapdoor in a floor is hinged at one side. find the net upward force needed to begin to open it and the total force exerted on the door by the hinged (a) if the upward force is applied at the center and (b) if the upward force is applied at the center of the edge opposite the hinged


In the Cartesian plane, two vertices of a square have coordinates (3 ; 4) and ( -2 ; - 1). One of the other two vertices, has coordibates


If the position vector of A and B are 3 −→a − 7 −→b − 7 −→c and 5 −→a + 4 −→b + 3−→c , nd −→AB and determine its magnitude and direction cosines.


Dilate the object by means of a scale factor of 1:5. Write down the coordinate points of the image. Expain whether any mention is made of symmetry between the object and the image. Describe abd explain the similarity between the object and the image.

The coordinates of the image of 𝑃(𝑥, 𝑦) when 𝑦 = 𝑓(𝑥) is transformed to


𝑦 = 2 𝑓(𝑥 − 3) − 1 are 𝑃′


(2, 3). Find the original point (𝑥, 𝑦).


<e> Find the equation of the sphere touching the plane 8𝑥 + 5𝑦 + 3𝑧 + 1 = 0 at (3, −1, −1) and cutting the sphere 𝑥2 + 𝑦2 + 𝑧2 − 2𝑥 + 𝑦 − 𝑧 − 6 = 0 orthogonally.


Graph two overlapping circles in the cartesian plane, such that the center of one another



lies at the circumference of the other.



• Show the standard and general equations of these circles inductively (meaning, writing



from its properties going to the equation).



• Graph also a parabola whose vertex is the center of one circle, and whose opening faces



the center of the other circle.



• Graph another parabola opposite to the first one whose endpoints of Latus Rectum are



the intersection points of the two circles.



• Show the standard and general equations of the parabolas inductively (meaning, writing



from its properties going to the equation).



How to find the coordinate of p and q if the circle cuts the x-axis at the points p and q in 2x^2 +2y^2 -8x +5y -10=0

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