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Thank you! =)

These are the vocabulary words from June, yes!

@@epicexamprep What about the whole question and the choices?

You're welcome! I'm glad you thought it was amazing! =)

Thank you so much! I plan to ;)

Thank you so much! I appreciate this comment and you! =)

Thank you!! I am so happy to hear that the videos are helping you! Yes, definitely! I am planning to do that in the next upcoming weeks! Expect more soon =)

Thank you! Yes, I will keep posting videos to help! =) =)

Thank you! Glad you found it useful! =)

Working on it! Want to make sure it has great, helpful content for everyone! =)

D is correct (if the points given in the problem were the same for F, G, H) ... Because if you think about it for (17π/2) and (15π/2) they are the same...in that 17π/2 = 8.5π/2π = 4.25 revolutions, so it won't make the revolution back to angle FGH...and same for 15π/2 = 7.5π/2π = 3.75 revolutions...so also won't make it back to angle FGH....If I am making sense? Hope so! But don't worry! Because maybe this was one of the questions that wasn't graded/"experimental" =)

Thank you so much! Tried to make it informative and helpful so that students can ace the English part! =)

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🤷🏽‍♀️

The first one was in the second module but my numbers were slightly different.....

The more difficult module 2! The geometry and trigonometry questions didn't seem too difficult on June SAT....but this is what they were. Just want to help people and to see what was tested =)

Thanks for your feedback!

You're welcome! Yes, calculator is allowed. Demos is built into the Bluebook app (where you take the exam). However, you can also bring you own calculator! Here is a list of the calculators allowed on DSAT: satsuite.collegeboard.org/sat/what-to-bring-do/calculator-policy =)

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

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

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

Of course! Hope it was useful! =)

Of course! Hope you found it helpful! =)

Thank you!

Glad you found it helpful! =)

Glad it helped! Thanks for your feedback! =)

Hello! Thank you for reaching out and sharing your challenges with reading comprehension. It's great that you're seeking to improve, and I'm here to help! ? =) Let's address your concerns one by one: Understanding Text and Ultimate Meaning 1. Active Reading: While reading, try to engage with the text actively. This means highlighting key points, summarizing paragraphs in your own words, and asking questions about the text as you go. 2. Main Idea and Details: Focus on identifying the main idea of each paragraph and how the details support it. This will help you understand the overall structure and purpose of the text. 3. I think it could also be helpful to build a foundation with reading...if you go to Khan Academy and go through Language Arts courses (perhpas start with grade 9?) www.khanacademy.org/ela/ ...I think this could help build a more solid foundation. Building Vocabulary 1. Context Clues: Guess the meaning of new words from context before looking them up. Flashcards: Try this app out for SAT Specific vocabulary: www.tyrannosaurusprep.com/sat.html Also, watch my vocab video too ;) ruclips.net/video/Lque_jQIfK4/видео.html Pronunciation and Fluency Phonetic Practice: Use online dictionaries with pronunciation guides. Read Aloud: This improves fluency and comfort with pronunciation. Audible and Podcasts: Listening to audiobooks and educational podcasts helps with pronunciation and comprehension. You're not alone, and with consistent practice and the right strategies, you can improve your reading comprehension and boost your SAT score. Keep up the hard work, and feel free to reach out if you need more guidance!! =) =)

You're welcome! Glad that you found them helpful! =)

Where did you take the exam? What country?

@@epicexamprep so you are saying, different countries are given different questions?

@@sagarbanstola425 It depends on different time zones! Otherwise, students could share questions if they have taken the exam on the same day.

This was on mine. Or at least a similar one.

Those were the 2 that appeared. 🙂

Good luck! I hope it is 1500+ =)

0 is an integer...However, it asks for the smallest POSITIVE integer...and 0 is neither negative nor positive. Also, unrelated to this problem but an interesting number property of 0 that 0 is even. Hope this helps! 🤓

@@epicexamprep Thank you so much

You're welcome! Hope it helps!! =)

Thank you so much! =)

😉

SAME!!!!

Yes! That would also work! There are a couple different methods to solve this question. I just showed the one that I think is the fastest/simplest way to solve. But to explain further on desmos: Input the Equation: For example, for Option D (correct answer), type: y = 3x^2 + 39x + 18b. After typing the equation, simply type b on a new line and Desmos will prompt you to add a slider. Click on "Add Slider." Plot the Vertical Line..since we are told factor x+2b=0, we know that x=-2b, so we can type that into desmos: x=−2b Drag the slider for b and observe the changes in the graph. Check for intersections where the graph of the quadratic equation meets the x-axis at x=−2b. And we see that b=5. *Using a slider helps you explore a range of values and visually identify when the polynomial intersects the x-axis at the required point, confirming the factorization condition.*** ///// Alternatively, I could have also plugged in -2b for x in each of the answer choices and see which one equates to 0 because for a polynomial to be divisible by x+2b, substituting x=−2b into the polynomial should result in zero. Option A: 3x^2 + 9x + 18b Substitute x = -2b: 3(-2b)^2 + 9(-2b) + 18b Simplify: 3(4b^2) - 18b + 18b Result: 12b^2 Set to zero: 12b^2 = 0 Solve: b = 0 Since b must be a positive integer, b=0 doesn't work. Option B: 3x^2 + 24x + 18b Substitute x = -2b: 3(-2b)^2 + 24(-2b) + 18b Simplify: 3(4b^2) - 48b + 18b Result: 12b^2 - 30b Set to zero: 12b^2 - 30b = 0 Factor: b(12b - 30) = 0 Solve: b = 0 or 12b - 30 = 0 12b = 30 b = 30/12 = 2.5 Since b must be a positive integer and this is a non-integer it doesn't work. Option C: 3x^2 + 30x + 18b Substitute x = -2b: 3(-2b)^2 + 30(-2b) + 18b Simplify: 3(4b^2) - 60b + 18b Result: 12b^2 - 42b Set to zero: 12b^2 - 42b = 0 Factor: b(12b - 42) = 0 Solve: b = 0 or 12b - 42 = 0 12b = 42 b = 42/12 = 3.5 Since b must be a positive integer, this one doesn't work. Option D: 3x^2 + 39x + 18b Substitute x = -2b: 3(-2b)^2 + 39(-2b) + 18b Simplify: 3(4b^2) - 78b + 18b Result: 12b^2 - 60b Set to zero: 12b^2 - 60b = 0 Factor: b(12b - 60) = 0 Solve: b = 0 or 12b - 60 = 0 12b = 60 b = 5 Since b = 5 is a positive integer solution, Option D confirms that x + 2b is a factor. I hope this helps! Thanks for your question. =) =)

@owen your method is much faster I just tried it on desmos.

but both ways work fine so rly just pick what you're comfortable with

Of course! I am here to help. Hope the video helps you =)

Hi! That would not be correct because, First you can expand (x + 27)(x - 7): (x + 27)(x - 7) = x^2 - 7x + 27x - 189 = x^2 + 20x - 189 Then, multiply everything by 3x: 3x(x^2 + 20x - 189) = 3x^3 + 60x^2 - 567x The polynomial 3x^3 + 60x^2 - 567x is cubic, which is different from the original quadratic polynomial 3x^2 + 20x - 63. ... For these ones for the "why" behind it, use the steps I outline in the video. BUT if you are in a hurry on the exam, definitely plug it into desmos and check out the x-intercepts! I hope this helps!! =) =)

I cover these ones in the June Predictions video (sum of solutions and product of solutions)...around the 29:16 mark. ruclips.net/video/K8oMsv-dBLY/видео.html Hope it helps. =)

Wow! Thank you for such a sweet comment! =) ... We do try to get questions that are most similar to what you will potentially see on the exam. Thank you again! =)

haha! I do it subconsciously😅

This is what I eventually did too. I kept dividing 2380 by different numbers to check the sums of the quotient and the divisor. I finally realized that 2380 and 1 give the largest sum.

hahha! Thank you 😂🥰🥰

Hello! I cover more factoring problems in the June SAT Exam Prediction video: ruclips.net/video/K8oMsv-dBLY/видео.html Alternatively, another great resource is the collegeboard question bank: satsuitequestionbank.collegeboard.org/ Look in "Advanced Math" (Equivalent Expressions)

Hello! Sorry for my delay!! I did not see this comment! Okay...so if I am understanding you correctly, yes that way could also make sense: 34z^14 + bz^7 + 70 So, you are saying z^7 = x. This transforms the polynomial into: 34x^2 + bx + 70 Then we must factor this polynomial such that b is maximized. So we can express the polynomial as a product of two factors: 34x^2 + bx + 70 = (Ax + B)(Cx + D) Expanding the right side, we get: ACx^2 + (AD + BC)x + BD Now we match the coefficients with the original polynomial: The coefficient of x^2 is AC: AC = 34 The coefficient of x is AD + BC: AD + BC = b The constant term is BD: BD = 70 To maximize b, we need to find suitable values of A, C, B, and D that satisfy these conditions. Consider possible factor pairs for 34 and 70: For 34: (A, C) = (1, 34), (2, 17), (17, 2), (34, 1) For 70: (B, D) = (1, 70), (2, 35), (5, 14), (7, 10), (10, 7), (14, 5), (35, 2), (70, 1) To maximize b, we need the combination that produces the highest value. We take A = 34, C = 1 and B = 1, D = 70: AC = 34 * 1 = 34 BD = 1 * 70 = 70 Calculate b: b = AD + BC b = 34 * 70 + 1 * 1 b = 2380 + 1 b = 2381 I think this is what you were asking, right?? Let me know! Hope this made sense!!! =)

@@epicexamprep yeah exactly, thank you for responsee 🥰

You're welcome! Glad you found it useful! =)

Thank you! I hope it helps if you are taking the Digital SAT =)