Math Balance Educational Games vs Visual Math Karate

Mental Math is fun with Math Balance - kids help Toby reach home by balancing bridges and while they have fun, they also learn about equality/comparison, gain flexibility with numbers and practice skills that are essential for understanding algebra. This mental math game with 30 levels will help your child get necessary fluidity with numbers. Your child will learn things like addition can happen in any order for the same result, or that sum of different numbers can add up to be the same number. They will also end up having to use different number strategies, such as bridging and compensation which can significantly speed up their mental math computations. These are the skills covered by Math Balance - - Developing meaning of equal sign, using, greater than and less than sign - Set up numbers in their expanded form - Commutative property of addition and, later, using it and expanded form as a strategy to add ex: 67+25 = 60+7+20+5 = 80+12 =92 - Missing Addend strategies:x+b=c, where x is to be found, situations where difference is unknown, where there is a bigger unknown and where there is a smaller unknown -one step problems - Showing that addition and subtraction are inverse; 4+5=9, 9-5=4 - Use only doubles, Use only even/odd numbers to get to a total - 1 step word problems -Change unknown, Result unknown, Start unknown - add a string of two-digit numbers (up to four numbers) by applying place value strategies and properties of operations. Example: 43 + 34 + 57 + 24 = __ - Using concrete models to show addition and subtraction - Mentally add 10 or 100 to a given number 100–900, and mentally subtract 10 or 100 from a given number 100–900 - Fluently add and subtract within 1000 using strategies and algorithms based on place value properties of operations, and/or the relationship between addition and subtraction - Multiplication as repeated addition For those who follow the Core curriculum, this maps to the following core standards - 2.OA.B.2, 2.NBT.4, 2.OA.2, 1.OA.6, 2.OA.C.3, 2.OA.1, 2.NBT.6, 2.NBT.7, 2.NBT.8, 3.NBT.2. Subscription info: - Math Balance can be purchased standalone, or as part of a makkajai Genius subscription. - Makkajai Genius subscriptions are auto-renewable and annual. ($59.99/yr) - Payment will be charged to iTunes Account at confirmation of purchase - Subscription automatically renews unless auto-renew is turned off at least 24-hours before the end of the current period - Subscriptions may be managed by the user and auto-renewal may be turned off by going to the user’s Account Settings after purchase - Cancellation will not go into effect until the end of the monthly billing cycle For support, questions or comments, write to us at: support@makkajai.com Our privacy policy can be found at: http://www.makkajai.com/privacy-policy and our terms can be found at: https://www.makkajai.com/terms

Want your child to develop a strong math foundation for life? Visual Math Karate is designed to help young students develop strong computational skills, mental math, and mastery of math facts for life. Unlike many other math apps, advanced memory games are supported to keep things more interesting and challenging for young learners. Spanning from Pre-K to Grade 1, this unique method of counting, unitizing (or making groups of ten), adding and subtracting lays the foundation for understanding base-ten numbers and the place value system. We start with the use of ten frames to visualize numbers within 20 and continue with decomposing and composing numbers to find sums and differences to (finally!) release students from dependence on counting by ones. Through activities & games your child will learn a variety of strategies that will help her visualize, classify, compose, decompose, compare, add & subtract numbers. Acquiring these strategies are crucial for developing deep understanding of numbers, number sense, and the ability to fluently engage in all arithmetic operations. For Parents – Why Visual Math Karate? A bit of research: You may not realize this, but children learn two types of numbers. Each type is useful for a different reason. Ordinal numbers reflect the sequence of numbers (such as, counting numbers, 1, 2, 3, … 7, 8, 9). Numbers can also be used to indicate size or quantity. These are cardinal numbers (such as, I see 5 cats and 3 more cats. There are 8 cats altogether.) Many researchers show that understanding cardinality helps children acquire good number sense. For this reason, Visual Math Karate emphasizes cardinality & visualization. Research shows us that children who have learned to visualize ten frames can subitize (instantly recognize numbers). For example, look at our 8 ten frame. Children’s brains have learned to easily see a row of 5 and 3 more as 8. They see the 2 empty spaces, also. As such, children also will tell you that 8 is 2 dots away from 10 and that 8 and 2 make 10. Memorization or Visualization? Memorizing facts is not even necessary! Visualization helps children use strategies to do calculations mentally. Children enjoy using the ten frame and seeing how quickly their brains can do simple calculations. The bottom line: When children have a visual image of numbers quantities 1-10 with ten-frames, it is easier to use mental math to calculate. Visualization and practice lead to mastery. Moreover, early strategy-based learning will help children think about multi-digit calculations. The same cannot be achieved through memorization with drills. For Teachers – Why Visual Math Karate? Have you ever been perplexed at how easily and quickly students appear to backslide and forget basic math facts, even after they have shown mastery on timed tests? Why do many continue to use their fingers and counting strategies to add and subtract well into second grade? Visual Math Karate’ subitizing activities are designed to help young students readily identify the number of objects in a set without counting and develop the concept of cardinality. Cardinality is crucial for developing deep understanding of numbers, number sense, and the ability to fluently engage in arithmetic operations and comparisons. Understanding of numbers as quantities will enable students to decompose and compose numbers, unitize, or make groups of ten, which is the foundation for understanding base-ten numbers and the place value system.