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How many grams of ricotta cheese in one cup?
1 cup (232 grams) contains 810 calories. Cream Cheese Nutritional value per 100 g (3.5 oz) Energy 340 kcal 1430 kJ {| ! style="text-align: left" | | Carbohydrates 4 g Fat 34 g - saturated 19 g - monounsaturated 9 g - polyunsaturated 1 g Protein 6 g Cholesterol 110 mg |}
How much does the blackberry playbook weigh?
425 g
How much cheese is in a dorito?
4 g
What is 425 g converted to kg?
425 g is equal to 0.425 kg. To convert grams to kilograms, you divide by 1000 since there are 1000 grams in a kilogram.
How much ie 220 g of mature cheddar cheese?
That is about half a pound of cheese
How many moles of calcium are in 425 g calcium (Ca)?
425 g calcium (Ca) is equal to 10,604 moles.
How many grams in 15 ounces of ricotta cheese?
Oh, dude, let me break it down for you. So, there are about 28 grams in an ounce, right? So if you have 15 ounces of ricotta cheese, you just gotta do some quick math and you'll find out that it's around 420 grams. Like, not that I care or anything, but yeah, that's the answer.
How much does a regular football weigh?
14-15 ounces (397-425 g). - Got that from wikipedia.
How many moles are present in 425 grams of UF4?
The answer is 1.35 moles.425 g of UF4 would be 1.35 moles.
How many cups is 250 grams of Mascarpone cheese?
250 g of ricotta is 8.82 ounces--which is just a little over 1 cup.
How much water must be added to 425 g of formaldehyde to prepare a 40.0 percent by mass solution of formaldehyde?
To calculate the amount of water needed, first determine the mass of formaldehyde in the final solution. Since the solution is 40.0% formaldehyde by mass, the mass of formaldehyde is 40.0% of the final solution mass. Subtract the mass of formaldehyde in 425 g from this value to find the mass of water needed to prepare the solution.
How many moles of calcium are in 425 g?
To calculate the number of moles of calcium in 425 g, you need to divide the given mass by the molar mass of calcium. The molar mass of calcium is approximately 40.08 g/mol. moles = 425 g / 40.08 g/mol ≈ 10.61 moles of calcium.
