Same way you do division with positive numbers. Then, if both numbers are negative, the result is positive, otherwise it is negative.
Not by necessity, but multiplication and division aredefined for negative numbers.
Negative.
Same as regular division with positive numbers. Its just that a negative number divided by another negative numbers equals a positive number.
When you divide or multiply positive and negative numbers, you first do the division or multiplication as normal. The next step is to assess whether or not the answer will be negative or positive. If the two numbers of the question were the same (negative and negative or positive and positive) then the answer will be positive. If the two numbers in the question were different (one negative and one positive) then the answer will be negative. Thus, if you divide a negative number by a positive number, the result will be the same as normal division, but the answer will be negative.
If you're talking about multiplication or division, then opposite signs will result in a negative number.
Because 1. Positive integers are greater than negative integers, and 2. Division by a positive number preserves the order.
It the signs of the two numbers that you are multiplying or dividing is the same, then the answer is positive, otherwise the answer is negative. Remember though, that division by 0 is not defined.
It depends on the operation and values of the positive and negative. For example, in multiplication or division a positive and negative will be a negative. In addition or subtraction, it depends on the absolute value of the original numbers.
Negative times negative equals positive. Positive times positive equals positive. Positive times negative equals negative. If you have more than two numbers, multiply the first two and then apply these rules to each successive number in turn.
9
Multiplication or division of two numbers of opposite signs: negative*positive, positive*negative, negative/positive, and positive/negative. Addition of two negative numbers: -5 + -2 = -7 Multiplying pure imaginary numbers of the same 'sign' : 5i * 2i = -10. -3i * -4i = -12. Dividing pure imaginary numbers of different signs (this comes from the fact that 1/i = -i, and i/i = +1)
Learning multiplication of signed numbers first is essential because division is fundamentally the inverse operation of multiplication. Understanding how to multiply signed numbers helps establish the rules for handling positive and negative values, which are crucial for division. Once you grasp these multiplication rules, applying them to division becomes more intuitive, as you'll see that dividing by a negative number or a positive number follows the same principles established during multiplication. This foundational knowledge ensures a smoother learning curve when tackling division involving signed numbers.