When multiplying two rational numbers, how is the sign of the product determined?(1 point)%0D%0AResponses%0D%0A%0D%0AThe product is positive if the signs of the factors are the same.%0D%0AThe product is positive if the signs of the factors are the same.%0D%0A%0D%0AThe product is negative if the signs of the factors are the same.%0D%0AThe product is negative if the signs of the factors are the same.%0D%0A%0D%0AThe sign of the product is always the same as the larger factor.%0D%0AThe sign of the product is always the same as the larger factor.%0D%0A%0D%0AThe sign of the product is always the same as the smaller factor.%0D%0AThe sign of the product is always the same as the smaller factor.
The product is positive if the signs of the factors are the same.
The product is positive if the signs of the factors are the same.
When multiplying two rational numbers, the sign of the product is determined by the signs of the factors. Here's how you can determine the sign:
1. If the signs of the factors are the same (both positive or both negative), then the product is positive. For example, if you multiply +2 and +3, the product will be +6.
2. If the signs of the factors are different (one positive and one negative), then the product is negative. For example, if you multiply -4 and +5, the product will be -20.
Remember, it's the signs of the factors that determine the sign of the product, not the magnitude or size of the factors.