Multiplying and Dividing Integers: A Step-By-Step Review | How to Multiply and Divide Integers

Welcome to How to Multiply and Divide Integers with Mr. J! Need help with multiplying and dividing integers? You're in the right place!
Whether you're just starting out, or need a quick refresher, this is the video for you if you're looking for help with multiplying and dividing integers (multiplying positive and negative integers and dividing positive and negative integers). Mr. J will go through multiplying integers examples, dividing integers examples, and explain the steps of how to multiply and divide integers.
More Videos and Examples:
✅ Adding Integers
-A Quick Review of Adding Integers = • Adding Integers Explai...
-Adding a Positive and Negative Integer | Positive + Negative = • Adding Integers: Addin...
-Adding a Negative and Positive Integer | Negative + Positive = • Adding Integers: Addin...
-Adding Two Negative Integers | Negative + Negative = • Adding Integers: Addin...
✅ Subtracting Integers
-A Quick Review of Subtracting Integers = • Subtracting Integers E...
-Subtracting a Positive Integer from a Negative Integer | Negative - Positive = • Subtracting Integers: ...
-Subtracting a Negative Integer from a Positive Integer | Positive - Negative = • Subtracting Integers: ...
-Subtracting a Negative Integer from a Negative Integer | Negative - Negative = • Subtracting Integers: ...
✅ Multiplying Integers
-A Quick Review of Multiplying Integers = • Multiplying Integers: ...
-Multiplying a Positive by a Negative | Positive x Negative = • Multiplying Integers: ...
-Multiplying a Negative by a Positive | Negative x Positive = • Multiplying Integers: ...
-Multiplying a Negative Integer by a Negative Integer | Negative x Negative = • Multiplying Integers: ...
-Multiplying Three Integers = • How to Multiply Three ...
-Why Does a Negative Times a Negative Equal a Positive? = • Why Does a Negative Ti...
✅ Dividing Integers
-A Quick Review of Dividing Integers = • Dividing Integers Expl...
-Dividing a Positive by a Negative | Positive ÷ Negative = • Dividing Integers: Div...
-Dividing a Negative by a Positive | Negative ÷ Positive = • Dividing Integers: Div...
-Dividing a Negative Integer by a Negative Integer | Negative ÷ Negative = • Dividing Integers: Div...
✅ Integers
How to Add and Subtract Integers = • Adding and Subtracting...
How to Multiply and Dividing Integers = • Multiplying and Dividi...
How to Add Subtract Multiply and Divide Integers = • How to Add, Subtract, ...
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Hopefully this video is what you're looking for when it comes to adding and subtracting integers.
Have a great rest of your day and thanks again for watching! ✌️✌️✌️
✅ Thanks to Aloud, this video has been dubbed into Spanish and Portuguese. #DubbedWithAloud
English
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Portuguese
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Please pin me... It took me 7 minutes to type. Quick recap:- To divide and multiply integers, you can follow these steps: 1. Multiplying Integers: - Multiply the numbers as you would with regular multiplication. - If both numbers have the same sign (both positive or both negative), the result is positive. - If the numbers have different signs (one positive and one negative), the result is negative. Examples: - (+5) * (+3) = +15 - (-4) * (-2) = +8 - (-6) * (+2) = -12 2. Dividing Integers: - Divide the numbers as you would with regular division. - If both numbers have the same sign (both positive or both negative), the result is positive. - If the numbers have different signs (one positive and one negative), the result is negative. Examples: - (+12) / (+3) = +4 - (-15) / (-5) = +3 - (-20) / (+4) = -5 Remember these rules when multiplying and dividing integers: - Positive * Positive = Positive - Negative * Negative = Positive - Positive * Negative = Negative - Positive / Positive = Positive - Negative / Negative = Positive - Positive / Negative = Negative Additionally, keep in mind that division by zero is undefined in mathematics, so it is important to avoid dividing by zero when working with integers or any other numbers. By following these rules, you can effectively multiply and divide integers.

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