Building math confidence is the process of helping students gain self-assurance in their math skills through consistent practice and achievable goals. Small wins, such as solving a problem step-by-step or mastering a new concept, create momentum that leads to lasting improvement. Learn more about supporting a growth mindset in students.

Fun strategies to improve learning skills focus on turning “I can’t” into “I can” by using techniques that make learning more engaging and effective. These strategies include breaking tasks into manageable steps, practicing regularly, and using positive reinforcement to build confidence. For an example of how distributed practice can boost learning, see Prodigy's blog on distributed practice.

One of the best parts about homeschooling is being able to adapt lessons and activities to your child’s strengths and interests. That freedom is especially valuable in math, where kids often need extra encouragement to stay confident and engaged. Instead of relying only on worksheets or drills, you can bring numbers to life with homeschool math games. These games turn practice into play, helping kids feel less pressure while still learning. Along the way, they reinforce essential skills in an interactive format that’s easy to enjoy at home.

Quadrilaterals are everywhere: your windows, books, and even your phone or tablet screens! Anything that has four sides and four angles can be considered a quadrilateral. However, a rectangle isn’t exactly a square, nor is a parallelogram a rhombus. These differences matter because the type of quadrilateral can affect logical patterns or how geometry problems are solved. When your kids learn to recognize the different kinds of quadrilaterals, they can excel in geometry, find specific real-life examples, and see why some definitions of quadrilaterals can overlap.

Helping your child with math homework can feel tricky, especially when they first meet multiplication and division. In addition, you may hear about “new math” strategies and wonder why things look so different from when you were in school. One of the most common strategies used today is the area model. Rather than rushing straight to quick calculations, this method helps kids understand the process of multiplication and division. The idea is simple: break down numbers into smaller parts, then piece them back together.

Rational numbers might seem like a complicated, advanced topic in math, but kids run into them all the time. In activities like splitting a pizza evenly among friends, checking the score during a basketball game, or even measuring flour for cookies, children work with these numbers without realizing it. So, what are rational numbers? Essentially, they’re numbers that can be expressed as a ratio of two integers. Think of: ¾ 0.5 -2 However, explaining this to kids can feel less straightforward. The idea sounds abstract until it’s connected to something real. This quick guide outlines strategies for making learning about rational numbers approachable and fun.