<p>Hey guys, I'm new to this site, but have been reading it for a while now.</p>
<p>I had a question about the blue book (the main college board SAt prep book). When it shows the SAT scores on the chart in comparison with the raw score, it usually has a range of numbers, sometimes rather big (like 680-750). How would I translate that range into a score.</p>
<p>and will forever remain something for me to know and for you to find out. The only scores you need to worry about are your own.
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<p>I think when you're offering advice to so many people on the SAT, you should state your score. If it worked for you, then I won't have a problem, but if you did poorly (I know this isn't likely, but still...) you really shouldn't be trying to teach people. Just my opinion.</p>
<p>All you new CCers aren't giving Xiggi the credit he deserves. His methods have helped many people (including myself) drastically improve their scores.</p>
<p>His score really shouldn't be a concern to you - in other words, what he scored isn't going to affect how his advice can help you. Nonetheless, if I recall correctly, Xiggi did post his score somewhere, so if it really bothers you, I'm pretty sure you can find it.</p>
<p>I'm sorry if i seem pushy or offensive, but I've already seen several people ask for tips and advice for improving CR scores, and I have been waiting anxiously for a response as well. I understand you are probably very busy with your own matters, and I am certain that we all are grateful for all your time and effort. I am only trying to remind you, and I hope you can at least provide us with a time when this will be available. Thank you.</p>
<p>Starting early always helps, but it also depends how well you're scoring already. Personally, I think freshman year is a bit too early, but if you're keen on starting now, my only advice is to read to build up vocabulary and practice.</p>
<p>jim takes the same train to and from work each day. during the morning, the train run in an average speed 80mile/h. during the evening, it is 40 miles/h if jim spent 2 hourse in the train that day, how many mile is the train ruide to work?</p>
<p>the correct answer in the answer key is 60 but i can't solve it how</p>
<p>Assume x = time to work. Then time from work = (2-x). Distance = rate multiplied by time. Distance is same in both directions. So: 80x = 40(2-x). Solve for x. x = 2/3 hours.<br>
Therefore the distance to work is 53 1/3 miles. Ergo the answer key is wrong (or I need to change my CC identity).</p>
<p>Alternate solution: Use logic rather than algebra. If the train is twice as fast in the morning, then it will take twice as long to get home in the evening. So if the trip is 2 hours total, then you spend 2/3 of an hour getting to work, and 4/3 of an hour getting home. </p>
<p>alternate to the alternate solution: if this is not a grid-in and you have real numbers in the answer choices, simply work backwards by trying out each answer choice.</p>