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Prabhjot Asht

Hands-on Math lessons for all ages with problem-solving focus

4.6(56)

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Prabhjot Asht

Bachelors degree

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Each lesson is 55 min

50 lessons


20% off

/ lesson

30 lessons


15% off

/ lesson

20 lessons


10% off

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10 lessons


5% off

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5 lessons


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1 lessons


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Rated 4.6 out of 5 stars.
★★★★★
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Highly skilled & top-rated
56 ratings
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Prabhjot - Know your tutor

Greetings! I am Prabhjot Kaur having a profound focus on Mathematics and Physics. I am pursuing a PhD degree in Mathematical Physics in the department of Physics and Astronomy from University of Manitoba. During my academic journey of Master of Science in Mathematics from TIET, with the realm of Astrophysics, I dedicated my efforts to trace the orbit for the predicted collision between Milky Way and Andromeda galaxy. This remarkable pursuit demanded a profound understanding of advanced mathematical concepts, MATLAB coding, Numerical Techniques and Differential Equations as indispensable tools. My early professional engagement as a System Engineer at INFOSYS further fortified my technical and programming abilities. During the Campus Placement Program at TIET 2022, I got placed as a System Engineer for excellent coding skills. Beyond my academic and professional pursuits, I derive immense joy from the realms of art, craft, cooking, stitching, knitting, video editing and photography. These creative outlets provide me with the opportunity to explore new dimensions and unlock fresh perspectives. I have 3+ years of experience of teaching in online mode. I am always open to new collaborations, research opportunities and connections within and outside my fields of interest. I look forward to engaging with professionals and learners, sharing knowledge and contributing to the advancement of scientific understanding.

Prabhjot graduated from Panjab University Chandigarh

Prabhjot graduated from Panjab University Chandigarh
Prabhjot graduated from Panjab University Chandigarh

Specialities of your tutor

Exam prep icon

Exam prep

New Zealand Curriculum - NZC (NZ) icon

New Zealand Curriculum - NZC (NZ)

Advanced Placement (AP) Program (USA) icon

Advanced Placement (AP) Program (USA)

Concepts learning icon

Concepts learning

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Test prep

Homework help icon

Homework help

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Project help

Student types for classes

Anxiety or Stress Disorders icon

Anxiety or Stress Disorders

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Home schooled

Adult / Professional icon

Adult / Professional

All Levels icon

All Levels

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School

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ASD

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College

Class overview

I start each lesson by setting clear goals so my students know what to expect. To tailor my approach, I assess their understanding and adapt the material to their needs. My focus is on building a strong conceptual foundation, using relatable examples and analogies. I encourage active participation through questions and discussions to keep them engaged. I believe in problem-based learning, so I often present real-world scenarios for students to solve. This fosters critical thinking and application of concepts. I provide regular feedback to guide their progress and promote a growth mindset, emphasizing that mistakes are part of learning. By integrating technology and online resources, I make complex ideas more accessible and engaging. Throughout, I stay updated with the latest developments in math and physics to keep my teaching fresh and relevant. Ultimately, I aim to create a supportive environment that inspires curiosity and confidence in my students.

Prabhjot also teaches

Elementary School Math

Elementary School Math

Geometry

Geometry

High School Math

High School Math

Middle School Math

Middle School Math

NAPLAN Maths

NAPLAN Maths

Probability

Probability

keyLearning

Mathematics concepts taught by Prabhjot

Student learned about 2 months ago

The session covered probability, including unions, intersections, conditional probability, and independent events. The Student practiced applying probability formulas to word problems and interpreting event relationships using Venn diagrams. No specific homework was assigned, but the student is expected to review the material.

Probability of A and B (Intersection) for Independent Events

Using Complements for 'At Least' Probabilities

Joint Events and Their Probabilities

Probability of A or B (Union)

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Student learned 2 months ago

The session covered probability, including conditional probability, joint probability, and the use of tree diagrams. The student practiced solving probability problems related to real-world scenarios, such as disease testing, language distribution, and product manufacturing. No specific homework was assigned, but the student should review the problems covered.

Conditional Probability

Total Probability

Joint Probability

Probability of Complementary Events

Independent Events

At Least One Probability

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Student learned 3 months ago

The Student and Tutor practiced converting between degrees and radians, identifying co-terminal angles, and calculating the length of intercepted arcs. The session included working through odd-numbered problems from a specified range. The Student has homework assigned from question number 60, 61, 68, and 69.

Radians to Degrees Conversion

Coterminal Angles

Arc Length

Finding an Angle from Arc Length and Radius

Complementary and Supplementary Angles

Degrees to Radians Conversion

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Student learned 3 months ago

An instructor and a student, who attends Bakersfield College, covered pre-calculus topics, including converting between radians and degrees, identifying angle quadrants, and finding complementary and supplementary angles. The learner practiced converting angles and determining their positions. They scheduled additional lessons for physics and statistics.

Radian

Angle Quadrants

Degrees to Radians Conversion

Complementary Angles

Supplementary Angles

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Student learned 3 months ago

Prabhjot and Keshari dedicated their time to pre-calculus, tackling problems centered on function composition. Their work included combining functions through addition, subtraction, multiplication, and division, alongside determining the domain of these newly formed functions. They further honed their skills by finding f(g(x)) and g(f(x)) and by deconstructing composite functions to identify their individual components. Another lesson has been set for Monday at the same time.

Function Operations

Function Composition

Domain of Functions

Function Decomposition

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Teaching tools used by tutor

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Quizzes

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Presentations

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Digital whiteboard

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Assessments

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Practice worksheets

Interactive lessons

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Pets are welcomed

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Parent feedback

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Record lessons

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Mobile joining

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Chat for quick help

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