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http://prntscr.com/aak2rn I'm stuck on why. I found x. X is 9/4, but I can't find y even though I'm using the same process 2.25+4/y=y/4. What am I doing wrong?
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In triangle ABC, By Pythagoras theorem \[(5)^2+(y)^2=(4+x)^2...1\] In triangle BDC Again applying Pythagoras theorem \[(3)^2+(x)^2=(y)^2...2\]Putting equation 2 in equation 1 \[5^2+9+x^2=(4+x)^2\] solve for x & then put the value of x in equation 2 to get y .
We actually haven't learned that yet. We're supposed to be able to solve this just by using proportions alone. The Pythagorean theorem comes later in the course.
I solved for x using corollary 2, and I'm supposed be able to solve y using "a similar method" according to one of my math teachers
@jiteshmeghwal9
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