Top-Rated K-12 Math Tutors - Mathnasium of Pleasant View

Mathnasium Pleasant View Frequently Asked Questions

• Where is Mathnasium of Pleasant View located?

  Mathnasium of Pleasant View is located at 2569 Victoria Park Avenue in Toronto, ON M1T 1A4. Our centre is situated near local shops such as Athens Pastries, Fat Bastard Burrito Co., and AK Food Group Ltd., providing convenient access for families. 

  We proudly serve students from Toronto neighbourhoods, including Pleasant View and nearby neighbourhoods. Local schools we support include: 

  • Pleasant View Middle School 

  • Sir John A. Macdonald Collegiate Institute 

  • Muirhead Public School 

  • J.B. Tyrrell Senior Public School 

  • Ernest Public School 

  • Georges Vanier Secondary School 

  • Brian Public School 

  • Fairglen Junior Public School 

  • L’Amoreaux Collegiate Institute 

  • Victoria Park Collegiate Institute 

• What math classes can your Pleasant View tutors help with?

  Yes, Mathnasium of Pleasant View offers online tutoring via our virtual classroom, Mathnasium@Home.   

  Students who choose to attend online receive live, face-to-face instruction in a fun and supportive group environment, guided by our same caring tutors in Toronto whether they attend online or in person. 

• What does mathematics tutoring cost at Mathnasium of Pleasant View?

  Mathnasium of Pleasant provides premium value tutoring by combining a superior learning experience with an efficient monthly fee structure that keeps costs low.   

  There is a flat enrolment fee for our programme, and students attend regularly. After a diagnostic assessment, we create a personalized learning plan with a recommended session frequency tailored to your child’s goals.  

  For details, contact us at [email protected]. 

• How often should my child attend sessions?

  Most students attend 2 to 3 sessions per week for optimal progress. We’ll work with you to find a schedule that fits your family’s needs. 

• Why do you require an assessment for enrolment?

  At Mathnasium of Pleasant View, students begin the enrolment process with a diagnostic assessment designed to help us identify their learning style, needs, and goals.   

  Using assessment-based insights, we create a learning plan that will help them truly understand and even start to enjoy math, making meaningful progress at their own pace. 

• How do you teach math? What curriculum do you use?

  At Mathnasium of Pleasant View, we do not follow a one-size-fits-all curriculum. Instead, we use the Mathnasium Method™, our proprietary teaching approach that combines personalized learning plans with proven instructional techniques to help students truly understand and even enjoy math. 

  Using this approach, our specially trained math tutors meet students where they are in math and introduce new concepts step-by-step, in a logical sequence.  

  As students begin to close their knowledge gaps and strengthen their foundational skills, math begins to click. They learn new tactics and gradually transform how they think and feel about the subject. 

• What is a typical session like?

  Sessions are typically 60 minutes long. Students work through their custom learning plan with guidance from our instructors. We also allow time for homework help when needed. 

• Do you work with advanced students or students who are struggling with math?

  Mathnasium of Pleasant View works with students of all skill levels, empowering them to unlock their math potential. 

  Students who are behind in math receive targeted support and caring guidance focused on (re)building their foundational skills and confidence. Advanced learners benefit from enrichment opportunities designed to keep them engaged by challenging their thinking and introducing them to topics beyond their school curriculum. 

• How is Mathnasium different than a tutor?

  Unlike a traditional tutor, Mathnasium follows a structured curriculum tailored to your child’s specific needs. Our trained instructors use our unique teaching method, the Mathnasium Method™, to explain concepts in a way that makes sense to each student. 

• Do you work with homeschooled students in Toronto’s Pleasant View neighbourhood?

  bsolutely! We work with homeschooled students as well as those from public and private schools across Toronto, including Pleasant View and nearby neighbourhoods. 

• How do I know if my child is making progress?

  We regularly update parents on their child's progress through informal check-ins, detailed reports, and progress assessments. 

• Do you help students with their math homework?

  Yes, homework help is included in our sessions. Our tutors set aside time to help with assignments so students can reinforce the concepts they are covering at school and reduce stress at home. 

• Does Mathnasium assign homework to students?

  We do not assign additional homework. Our goal is to make the most of each session, so students can stay focused and engaged while they are with us. 

• Does Mathnasium of Pleasant View prepare students for math on standardized tests?

  Yes! Mathnasium of Pleasant View prepares students for school-based and standardized math tests, including state assessments and college entrance exams.  

  Our test prep includes personalized learning plans, targeted practice, and strategies to build both skills and test-taking confidence. 

• Why do so many students think they're not "good at math"?

  One common misunderstanding is that math is just about memorizing formulas or doing quick calculations. But math is much more than that — it’s about exploration, reasoning, testing ideas, and learning through mistakes. Everyone can learn math when it’s approached as a creative and thoughtful process, not just a set of rigid steps to follow. 

• So, if math isn't about getting the "right answer," what is it really about?

  Math is about asking questions, making conjectures, and then testing those ideas. It’s like being a detective: you look for patterns, try strategies, and draw diagrams or models to understand how things work. Sometimes you’ll be wrong — and that’s part of learning. Every mistake is a valuable clue! 

• How to Teach Adding Fractions (and Avoid Common Mistakes like 1/4 + 2/4 = 3/8)

  To help students understand how to correctly add fractions, I like to start with something familiar—apples: 

  If you have 1 apple and someone gives you 2 more apples, how many do you have? 
  You’d say: 3 apples, not “3 2 apples.” 
  You added the quantity (1 + 2), not the name apple. 

  Fractions work the same way! 

   🔢 Understand the Parts: 

  Numerator (top number): the quantity—how many parts you have. 

  Denominator (bottom number): the name of the fraction—what kind of part you're working with (halves, fourths, eighths, etc.). 

  So in 3/4, the denominator 4 tells you the name of the fraction: fourths,
  and the numerator 3 tells you how many of them you have. 

   ❌ Common Mistake: 

  Students sometimes do this: 

  1/4 + 2/4 = 3/8 

  That’s like saying “1 apple + 2 apples = 3 oranges.”
  It doesn’t make sense because they changed the name of the part (the denominator). 

   ✅ The Right Way: 

  When the denominators are the same, just add the numerators and keep the denominator the same: 

  1/4 + 2/4 = (1 + 2)/4 = 3/4 

  ✔ You're still working with fourths. 
  ✔ You just have 3 of them now. 

• How you teach linear equation like x+3=5 for a grade 5 student and a grade 2 student?

  🧠 How to Teach x + 3 = 5 to a Grade 5 Student 

  At Mathnasium, we use scaffolding to help students build understanding step by step. Here's how we guide them through solving an equation like x + 3 = 5: 

  1️⃣ Understand the Equal Sign 

  We begin by reinforcing the meaning of the equal sign (=). 

  Example: 2 = 2
  This tells students that both sides are the same or balanced. 

   2️⃣ Keep the Equation Balanced 

  Next, we show that if we add something to one side of the equation, we must do the same to the other side to keep it balanced. 

  Example: 2 + 3 = 2 + 3 

  This teaches the concept of doing the same to both sides—a foundation of algebra. 

   3️⃣ Solve for the Unknown 

  Now we apply this to the equation: 

  x + 3 = 5 

  The goal is to find the value of x. 

  To do that, we need to get rid of the +3 on the left side. The way to do that is by subtracting 3 from both sides: 

  x + 3 - 3 = 5 - 3 
  x = 2 

  🧠 How to Teach x + 3 = 5 to a Grade 2 Student 

  We introduce the concept using friendly language and real-life context: 

  “A number and 3 more is 5. What is that number?” 

  Let them think and try different numbers. You can guide them with a visual or counters: 

  "Let’s try 1. Is 1 and 3 more equal to 5?" (1 + 3 = 4 ❌) 

  "Let’s try 2. Is 2 and 3 more equal to 5?" (2 + 3 = 5 ✅) 

  This builds early algebraic thinking without using the word "equation" or symbols yet—just logic and number sense.