<p>If the degree measures of the angles of a triangle are in the ratio 2:3:4, by how many degrees does the measure of the largest angle exceed the measure of the smallest angle?</p>
<p>When it comes to the SAT, it is important to keep an eye on often tested patterns and ratio. The moment one sees triangle … the number 180 should flash in front of your eyes. Then, look at the numbers 2-3-4 … takes a second to add them up to 9. </p>
<p>Now we have a clear “relation” 9 to 180. And since 180/9 = 20, all you need to do is looking at 4 minus 2 = 2 (given in problem) and multiply 2 by 20 for the answer 40. </p>
<p>As usual, the explanation takes a LOT longer than answering the problem. The lesson to remember here is to ALWAYS look for quick and simple patterns.</p>
<p>Xiggi - " When it comes to the SAT, it is important to keep an eye on often tested patterns and ratio. The moment one sees triangle … the number 180 should flash in front of your eyes. Then, look at the numbers 2-3-4 … takes a second to add them up to 9.</p>
<p>Now we have a clear “relation” 9 to 180. And since 180/9 = 20, all you need to do is looking at 4 minus 2 = 2 (given in problem) and multiply 2 by 20 for the answer 40.</p>
<p>As usual, the explanation takes a LOT longer than answering the problem. The lesson to remember here is to ALWAYS look for quick and simple patterns. "</p>
<p>this seems like making more work out of the problem, I just looked at the ratio 2,3,4 and immediately knew it would be 40, 60 , 80 due the total of 180 degrees thus the answer was clearly 40…</p>