Uncovering the Hidden Simplicity of Similar Triangles

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In summary, the conversation discusses a common GRE Exam question about a similar triangle solution. The equation 800/7000 = x/1400 is mentioned and it is suggested that the problem may seem harder than it actually is. It is also noted that some people may immediately plug numbers into a calculator to solve it, but this may not be the most efficient approach. The correct answer is x=160.
  • #1
karush
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This seems to be rather common GRE Exam Question
Which appears to harder that what it is
It looks like a similar triagle solution
$\dfrac{800}{7000}=\dfrac{x}{1400}$
 
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  • #2
karush said:
This seems to be rather common GRE Exam Question
Which appears to harder that what it is
It looks like a similar triagle solution
$\dfrac{800}{7000}=\dfrac{x}{1400}$

800/7000 = x/1400

It's a little bit of smoke.

80/700 = x/1400

8/70 = x/1400

8/7 = x/140

8/1 = x/20

Look easier?

Anyone whose first move is to produce 112,000 = 700x simply isn't paying attention.
 
  • #3
"Anyone whose first move is to produce 112,000 = 700x" solves problems like this by immediately plugging numbers into a calculator!
 
  • #4
tkhunny said:
800/7000 = x/1400

It's a little bit of smoke.

80/700 = x/1400

8/70 = x/1400

8/7 = x/140

8/1 = x/20

Look easier?

Anyone whose first move is to produce 112,000 = 700x simply isn't paying attention.
actually the answer is
x=160
 
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