The area of the triangle formed by the line 5x−3y+15=0 with co
ordinate axes is​

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1. Answer:

   15/2cm

   Step-by-step explanation:

   In order to find the area of triangle, we need all the coordinates of a triangle.

   Draw the graph of 5x−3y=15 on graph.

   Let x=0,

   5(0)−3y=15

   y=−5

   So,the first coordinate is (0,−5)

   Now, let y=0,

   5x−3(0)=15

   x=3

   So,the second coordinate is (3,0) and third one is origin (0,0).

   Area of a triangle =

   = [1/2 (x1(y2 −y3)+x2(y3 −y1 )+x3(y1 −y2 )]

   = 1/2(0(0−0)+(3(0−5)+0(5−0))

   =15/2cm Squarer

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