John Jung - The Admission Hackers
195 comments
Review summary
Based on 195 comments, created with AI
Students overwhelmingly praise this teacher's fees vs value, study material, tests & practice. Many students highlight 'free content' is highly appreciated and provides immense val...
What students talk about most
Evaluation breakdown
Top Strengths
1. Innovative and effective test-taking strategies (especially Desmos)
2. Significant student score improvement
3. Exceptional value through free content
Areas to Improve
1. Accuracy and precision in explanations to minimize factual errors
2. Potentially refining or expanding Desmos methods based on student suggestions
3. Providing more clarity on personalized doubt support mechanisms
What students love
“You know the test has already been digital for almost a year in other countries outside of the US and what I can say is that Desmos is a life saver for digital SAT, learn how to use it and you will save a lot of time.”
56 likes
“Happy New Year to the SAT Terminator. May you reach 100K subscribers by the end of this year, and may your buffet plate be ever full with Korean Barbeque! (Just my funny way of wishing you the best for 2024, and every year, John.)”
26 likes
“For the first problem just enter a table into Desmos with two points: (27,-72), and (-9,0). Then use regression by typing y1~m*x1+b and the answer b=36 will show up. Much easier, faster, and less risk of calculation error.”
22 likes
“For the first one you literally enter the equation in Desmos, then type in a moveable point like this: (answer choice, b) and move the point up and down with the slider for b until you can tell it intersects the circle. This took me 15 seconds with zero risk of making a calculation blunder.”
14 likes
“Hi John, I really improved my maths after watching your videos and thank God that just because of you I never score below 700 in maths. I just need someone for English practice now because I can't improve it.”
13 likes
“Ohh, for the last question I didn't think about just assuming that b=2 since it's the only way infinite solutions can occur. Thanks for the video!”
5 likes
“Hi teacher my name is Sultanbek, I'm from Uzbekistan. I started watching your video when I was in the 400 score range and then I got 760 because of you teacher❤️”
4 likes
“Hey John, thank you for helping SAT students, you are great.”
4 likes
“Very big thank you John for this wonderful information. Thanks for the free content.”
3 likes
“I truly wish we had found this course last year. I have gone through numerous tutors for my daughter and the flaw I found with almost all of them is that they have no strategy or methodology towards the test. I think your method is extremely well thought out and makes complete sense.”
1 likes
What could be better
“7:45 you're wrong, you can enter it into Desmos as two separate equations, bx-4(3+2x) and y=-12, then use the slider function on b until they completely overlap.”
47 likes
“In the first question, for option (A) you took DF as DE which is still wrong so it doesn't matter.”
11 likes
“The sum of roots is going to be -2 not 2.”
3 likes
“Only a fool would take SAT advice from someone who writes 'this popular questions'.”
1 likes