Math Animations Pro 6.9.5

希成董 – Commercial – iOS
av 5 röster

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A comprehensive tool for understanding mathematical concepts, this resource offers an innovative approach to visualizing basic math principles.

User feedback:
<ul>
 <li>"An impressive method for demonstrating how math operates." - Greg Garner</li>
 <li>"Extremely effective! A brilliant way to visually present fundamental math ideas." - iPad Dad3</li>
</ul>

The collection features brief and clear animations that elucidate various mathematical concepts, making it an excellent educational resource.

Target Audience:
This resource is suitable for anyone with an interest in mathematics, primarily aimed at upper primary and lower secondary educators to enhance classroom instruction. Students seeking to deepen their comprehension of core mathematical principles will also benefit from this collection.

List of Animations:
<ol>
 <li>Addition</li>
 <li>Addition Table</li>
 <li>Subtraction</li>
 <li>Subtraction Table</li>
 <li>Multiplication</li>
 <li>Multiplication Table</li>
 <li>Division</li>
 <li>Division Table</li>
 <li>123 = ?</li>
 <li>12 + 45</li>
 <li>123 + 456</li>
 <li>45 - 12</li>
 <li>456 - 123</li>
 <li>12 × 3</li>
 <li>12 × 45</li>
 <li>123 × 56</li>
 <li>456 ÷ 3</li>
 <li>456 ÷ 12</li>
 <li>a + b = b + a</li>
 <li>a × b = b × a</li>
 <li>(a+b) × c = a×c + b×c</li>
 <li>Perimeter of a Square</li>
 <li>Perimeter of a Rectangle</li>
 <li>What is Area?</li>
 <li>Area of a Square</li>
 <li>Area of a Rectangle</li>
 <li>Area of a Parallelogram</li>
 <li>Area of a Triangle</li>
 <li>Area of a Trapezoid</li>
 <li>Angle sum of a Triangle</li>
 <li>Definition of a circle</li>
 <li>Radius × 2 = Diameter</li>
 <li>What is π?</li>
 <li>Perimeter of a circle</li>
 <li>Area of a circle</li>
 <li>What is Fraction?</li>
 <li>Adding Fractions</li>
 <li>Subtracting Fractions</li>
 <li>Multiplying Fractions</li>
 < li >Dividing Fractions< / li >
 < li >Fraction × n< / li >
 	<li>Fraction ÷ n</ li >
 	<li >1.23 + 0.56< / li >
 	<li >1.23 - 0.56< / li >
 	<li >1.2 × 0.5< / li >
 	<li >1.2 × 4.5< / li >
 	<li >1.23 × 0.56< / li >
 	<li >4.56 ÷ 2< / li >
 	<li >4.56 ÷ 1.2< / li >
 	<li >X + 3 = 12< / li >
 	<li >2X = 8< / li >
 	<li >2X + 3 = 11< / li >
</ol>

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