June 2024 Digital SAT Exam - 5 most missed questions from June 2024 SAT Exam 

Thank you! This comment makes me so happy! I am so glad you got a 790! It is important to practice with the previous problems because they have been repeating on other exams :-o

Agree! Focus is and consistency in your preparation is key! =)

Thank you for your thoughtful analysis! You're absolutely right that extreme values of b can significantly affect whether and where the function crosses the x-axis. In the case of a very large b, the graph could stay below the x-axis for a long time and only cross it at a very large x value, or potentially not cross at all if the exponential growth is too slow compared to b. Similarly, when b is very small, the function might stay above the x-axis and not cross it at all. However, in the context of the problem as it's typically presented, where b>c and a>6 are given as general conditions, the function is most likely to cross the x-axis once, even if it happens at a large x value. This is because the exponential term (a/6)^x+c will eventually grow large enough to overcome b, unless b is extraordinarily large or small. Your point is a great reminder that the behavior of functions can vary significantly with extreme values, and it's important to consider these edge cases. Thanks again for bringing this up! 😊 😎

Thank you! I enjoy making them and helping! =)

Glad to help! =)

Glad you found it helpful! =)

Planning to post soon! And yes working on August predictions content as well! =) Thank you for your comment and following. =)

Of course! Hope you found it helpful! =)

They are inspired from both versions of exam!

Thank you for your thoughtful question! It sounds like you're making a connection to how horizontal shifts typically work in functions...I think? Let me know if I am mistaken! Are you referring to the equation y=9/a/6)^x+c - b ?..... In the problem, we have an equation that looks like this: y=9/a/6)^x+c - b You mentioned that usually when we see something like x−h, it means h is positive and results in a shift to the right, and when it's x+h, h would usually be negative. That's correct in the context of horizontal shifts for functions like y=f(x−h), where h represents how far the graph shifts horizontally. In this problem, though, the term x+c is inside the exponent of the expression. Here, c is a constant, and the problem tells us that c is positive. This doesn’t contradict the equation-it's just a different kind of expression than the horizontal shifts you're used to seeing (I think...if you are referring to the horizontal shifts). The confusion might come from expecting c to be negative when you see x+c. But in this equation, c being positive simply means that the exponent increases by c when x increases. This expression isn’t about shifting the graph horizontally in the typical sense (as with y=f(x−h)). Instead, it’s about how the function’s growth is influenced by the exponent x+c. Since c is positive, the function y=9/a/6)^x+c changes in a way that still makes sense mathematically and aligns with the problem's conditions.... I hope this clears things up! If you have more questions, let me know! =) =)

So there is no shifts at all for x? I thought that x+c means that there is a shift of c units to the left.

Thank you so much! =)

most missed.

Yes. The June exam seemed easier than past exams (at least the math sections). You should take the SAT then! Sounds like you can get an 800 in the math! =)

Yeh bro like these are such an easy questions😂😂

You do know America is dumb right? Our education system sucks. We also learn this in 8th grade for algebra we just forget🤷🏽‍♀️

These are timed tests.