Aditi B

Tutor

Joined Jun 2025 · She/Her · 8:35 AM Local

About

Hi, I'm Aditi! I'm a high school student who loves STEM! From calculus to chemistry to robotics — I love learning about real life applications, solving challenging problems, and making exciting connections between subjects. Besides STEM, I also love reading fiction & fantasy and playing the violin.

At Schoolhouse, I’m here to learn, explore, help others, and meet people who are curious and passionate about learning like me :)

Tutor

Jul 2025 - Present

Dialogues Team

Nov 2025 - Dec 2025

United States of America

Stats

970

Badges

Countries Reached

Learners Impacted

Sessions Hosted

1,585

Tutoring Minutes

Certifications

Pre-Calculus

2 / 10 Topics

Calculus

4 / 10 Topics

Connections

Followers (4)

Following (5)

Khan Academy Profile

Aditi8796

Upcoming Sessions

⚡AP Calc: Challenge Problems (Units 1-5)

24th session Fri Dec 19, 11:00 PM

Build strong AP Calculus foundations in a fun, strategic way! In focused 30-45 min sessions, we’ll start by quickly reviewing key concepts, then spend time working through a few challenging AP-style problems, and finally go through the solutions together. We'll cover Units 1–5 (both AB & BC, closer to BC pace). By joining this series, you'll be able to practice actively, stay consistent, and strengthen your problem-solving skills in AP Calc!

Aditi B

4 spots left!

Featured Feedback

Thank you so much for the Zoom help, very straightforward, clear explanation, and interactive!

Learner · 28 days ago

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I liked how you explained the problems and gave a variety of practice problems as well.

Learner · 1 mo. ago

“

Thank you so much! I finally have an understanding of the topic!

Learner · 1 mo. ago

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You were exceptionally well-prepared with a clear progression of problems. Your deep understanding was evident when you guided Desmond through the nuanced process of finding horizontal tangents for an implicit curve. You correctly identified the need to set the derivative's numerator to zero and, crucially, to substitute back into the original equation—a key insight that moves beyond mere calculation to conceptual understanding.

Tutor · 2 mo. ago

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