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    <p>I would start this one with pure mathematics!</p> <p>Assuming, that both ImageView1 and ImageView2 have no cropping (e.g. the lines in the pictures are the diagonal of the ImageView), you could use the width and the height of both pic's to express both lines in formulas. Here's an example. NOTE: I use the Android coordinate system -> point (0,0) is top left corner with y incrementing to the bottom!!!</p> <p><a href="http://i.stack.imgur.com/R0vKe.png" rel="nofollow">Click here for graphical representation</a></p> <p>Line1</p> <pre>y = h1/w1(x - a1) + b1</pre> <p>Line2</p> <pre>y = -h2/w2(x - a2) + b1 + h2</pre> <p>Now we want the point where line1 = line2, so we get</p> <pre>h1/w1(x - a1) + b1 = -h2/w2(x - a2) + b1 + h2</pre> <p>If you re-write the equation you'll get:</p> <pre>x = (w1*w2*(b2 + h2 - b1) + h1*w2*a1 + h2*w1*a2) / (h1*w2 + h2*w1);</pre> <p>Once you know the x-coordinate, you can use that to find the y-coordinate... Below is some code:</p> <pre><code> private void check() { // Setup variables for shorter notation int w1 = mImg1.getWidth(); int h1 = mImg1.getHeight(); int a1 = mImg1.getLeft(); int b1 = mImg1.getTop(); int w2 = mImg2.getWidth(); int h2 = mImg2.getHeight(); int a2 = mImg2.getLeft(); int b2 = mImg2.getTop(); int x = 0; if(h1*w2 + h2*w1 == 0) { // Return to avoid division by zero return; } else { // Calculate the x-value using the re-written formula x = (w1*w2*(b2 + h2 - b1) + h1*w2*a1 + h2*w1*a2) / (h1*w2 + h2*w1); } // Now use the x-value to calculate the y-value int y = h1 / w1 * (x - a1) + b1; Log.d("Output", "x: " + x + " y:" + y); } </code></pre> <p>NOTE: You might want to set your ImageViews to android:width="wrap_content" and android:height="wrap_content". Otherwise, the images are fixed to the size you enter! I've tested it with an ImageView with a circle background. If you use the calculated x-y coordinates, it draws the ball right at the intersection! Good luck</p>
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    1. POHow to get intersection point of Two lines(ImageViews)
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    1. COim done with getting coordinates and even forming line equation... after dat wat shud i do, im struck there
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    2. COI've updated my answer with code. If you run into problems, let me know
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    3. CODid this fixed the problem for you?
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