Determine the sign of the product of −16.8×3/7.(1 point)
The sign of the product of -16.8 × 3/7 can be determined by multiplying the numbers together.
-16.8 × 3/7 = -50.4/7 = -7.2
Therefore, the sign of the product is negative (-).
To determine the sign of the product of −16.8 × 3/7, we need to consider the signs of the factors involved.
First, let's look at -16.8. Since it is negative, we know that it has a negative sign.
Next, we have 3/7. The numerator is positive (3) and the denominator is positive (7), so the fraction is positive.
Now, we multiply -16.8 by 3/7. When we multiply a negative number by a positive number, the result is negative.
Therefore, the sign of the product of −16.8 × 3/7 is negative.
To determine the sign of the product of −16.8×3/7, we need to multiply the two numbers and consider the signs involved.
1. Start by calculating the product:
−16.8 × 3/7 = −50.4/7
2. Simplify the fraction:
−50.4 ÷ 7 = −7.2
Now, the sign of the product is negative because we multiplied a negative number (−16.8) and a positive number (3/7), resulting in a negative value (−7.2).
Therefore, the sign of the product −16.8×3/7 is negative.