an empty jar weighs 1.43 pounds. How much will it weigh when 1.00L of homgenized milk is poured into it? trhe density of homogenized milk is 1.03g/ml. (1 pound= 453.6g)

Convert 1.43 pounds to grams.

1,000 mL milk x 1.03 g/mL = g milk.
g jar + g milk = total grams.

Convert 1.43 pounds to grams. =648.648g

1,000 mL milk x 1.03 g/mL = g milk. =1030
g jar + g milk = total grams.

Does the jar weigh 2.27 pounds when filled with milk then?

Disregard...I got it. 3.70 pounds

To determine the weight of the jar with 1.00L of homogenized milk poured into it, we need to convert the volume of milk from liters to milliliters and then calculate the weight. Here's how:

1. Convert liters to milliliters:
Since 1 liter is equal to 1000 milliliters, we multiply 1.00L by 1000 to get 1000mL.

2. Calculate the weight of the milk in grams:
The density of homogenized milk is given as 1.03g/ml. Therefore, for every 1 milliliter of milk, it weighs 1.03 grams. Multiply the volume in milliliters (1000mL) by the density (1.03g/ml) to find the weight of the milk in grams:
1000mL * 1.03g/ml = 1030 grams.

3. Convert grams to pounds:
Using the conversion factor provided, 1 pound is equal to 453.6 grams. Divide the weight of the milk in grams (1030g) by 453.6 to find the weight in pounds:
1030g / 453.6 = 2.27 pounds (rounded to two decimal places).

4. Add the weight of the jar and the milk:
The empty jar weighs 1.43 pounds. Adding the weight of the milk (2.27 pounds) to the weight of the jar gives us the total weight:
1.43 pounds (jar) + 2.27 pounds (milk) = 3.70 pounds.

Therefore, when 1.00L of homogenized milk is poured into the empty jar, the total weight will be approximately 3.70 pounds.