WitrynaThe locus of the image of the point (2,3) in the line (x-2y+3)+lambda(2x-3y+4)=0 is(lambda inR) (a) x^2+y^2-3x-4y-4=0 (b) 2x^2+3y^2+2x+4y-7=0 (c) x^2+y^2-2x-... WitrynaBy congruency of triangles, we can prove that mirror image (h,k) and the point (2,3) will be equidistant from (1,2).Therefore, Locus of (h,k) is PR = PQ⇒ (h-1)2 + (k-2)2 = (2 …
Locus the image of the point (2,3) in the line (2x - 3y +4) + k (x-2y+3 ...
WitrynaStatements consisting only of original research should be removed. (February 2015) ( Learn how and when to remove this template message) Attribution is a term used in psychology which deals with how individuals perceive the causes of everyday experience, as being either external or internal. Models to explain this process are … WitrynaAnswer (1 of 2): Let the required point be (a,b) Then the join of (a,b) and (2,-3) is a straight line such that , 1. Mid point of two points lies on the line given. 2. Slope of join is perpendicular to given line in question Thus, M \equiv (\frac{a+2}{2}, \frac{b-3}{2}) Putting that on the equ... cultivation chat group chapter 242 manga
Locus of the image of the point (2, 3) in the line `(2x-3y ... - YouTube
Witryna11 kwi 2024 · Hint: To find the locus of the image of the focus of the given ellipse with respect to any of its tangent, first of all find coordinate of the focus of the ellipse and then let the coordinate of the locus to be $ (h,\;k) $ and then find the equation accordingly. Complete step-by-step answer: In order to find the locus of the image … WitrynaLocus of the image of the point \\( (2,3) \\) in the line \\( (2 x-3 y+4)+k(x-2 y+3)=0, k \\in R \\), is a(a) circle of radius \\( \\sqrt{2} \\)(b) circle of radius ... WitrynaBy congruency of triangles, we can prove that mirror image (h,k) and the point (2,3) will be equidistant from (1,2).Therefore, Locus of (h,k) is PR = PQ⇒ (h-1)2 + (k-2)2 = (2-1)2 + (3-2)2(x-1)2 + (y-2)2 = 2Locus is a circle of radius = (2x-3y +4) +k (x-2y+3) = 0 is family of lines passing through (1,2). By congruency of triangles, we can ... cultivation and collection of crude drugs pdf