Strategy 1_2: Study Smart!
Based on my SAT experience, I have concluded that memorizing the definitions of more than three thousands of words individually is not possible. Even if it were possible, I certainly do not want to study like that, and it's against our principle that “We should sit on a chair to study not to get tortured.”
So, am I suggesting “Okay, let’s blow up Collegeboard and ETS for making up such evil exams!”? Well, that’s not why I am here, isn’t it? I said earlier that “Memorizing the definitions of more than three thousands of words individually is not possible,” but there is actually one more statement I would like to add: On the other hand, making those thousands of words to our own is possible.
So, what’s the difference between those two statements?
In the first statement, we simply ignored to look for a smart way of studying and only thought of engulfing the jumbo combo of words as soon as possible. This kind of ignorance will tragically result in the similar situation to my past failure in the SAT exam, of which I tried to memorize 3500 vocabulary head-on, straight from A to Z.
When you look carefully at all English words, you will find that there are a few characteristics that they share alike, and they are the important key to memorize SAT/GRE words faster, easier, and more effectively.
Therefore, you should always look for a smart way to study, for a simple change to the method of studying can create a totally different consequence. In the next article, I will introduce the key characteristics of all English words share, so sit tight until tomorrow!
Does this information help you? Please leave comments and tell me what you think!
Image source:
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" 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