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The polygons are similar. Find the value of the variables. image: http://gyazo.com/74295e2f179635fa45b8603ffe3af18a
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in second triangle we can easily find 3rd side by applying pythagoras theorem....
that is 10
Now compare two triangles.... because they are similar.....
In similar polygons, the lengths of corresponding sides are proportional. There is one single pair of corresponding sides in which you are given both lengths, 9 and 6. That allows you to find the ratio of the lengths of corresponding sides. Using this ratio and what @chetan552 showed you above, you can find x and y.
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X:8=y:10=9:6 that is x/8=y/10=9/6 now we can find x and y values...
so x=11 and y=13?
No.... @gojanij x=12 y=15
|dw:1393180747708:dw|
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