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  1. First multiply (−2) × (−3). Two like signs make a positive sign, so: (−2) × (−3) = +6. Next multiply +6 × (−4). Two unlike signs make a negative sign, so: +6 × (−4) = −24. Result: (−2) × (−3) × (−4) = −24

  2. A negative times a positive is a negative, or a positive times a negative is negative. You could also say that as when the signs are different and you multiply the two numbers, you get a negative number.

  3. Discover what it means to multiply by negative numbers by using repeated addition and using the distributive property.

  4. 26 wrz 2019 · The Corbettmaths Textbook Exercise on Multiplying Negatives and Dividing Negatives.

  5. 16 sty 2024 · Multiply a negative number by a negative number. To do this, multiply the integers as usual, and ignore the negative signs. A negative number multiplied by a negative number is always positive. [6]

  6. Review the basic of multiplying negative numbers and try some practice problems.

  7. Jump to Multiplying and Dividing Negative Numbers. Adding and Subtracting Negative Numbers. To add and subtract negative numbers we can use a number line. When we add we move to the right and when we subtract we move to the left. Example 1: -3 + 5. The first number is the starting point. We start at -3. We are adding so we are moving to the right.

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