A 500 mL quantity of vanilla ice cream has a mass of 400 grams. The manufacturer then bubbles air into the ice cream so that its volume increases by 300 mL. What is the ice cream's approximate final density? (1 point) A. 0.30 g/mL B. 0.50 g/mL C. 0.90 g/mL OD. 1.30 g/mL

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Ответ:

krisbarnett5353

27.05.2020

Chemistry

$\frac{6000-p}{24}$

Step-by-step explanation:

Lets understand the question.

Liam had $250

Cost of gift = p

Total Students = 24 (including Liam)

Each paid:

p/24 (Liam also paid this amount)

So, in terms of Liam, he would have:

250 (already had)

expended p/24 for gift, now he has:

$250-\frac{p}{24}\\=\frac{250(24)-p}{24}\\=\frac{6000-p}{24}$

This is amount of money Liam had left in terms of p.

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A 500 mL quantity of vanilla ice cream has a mass of 400 grams. The manufacturer then bubbles air into the ice cream so that its volume increases by 300 mL. What is the ice cream's approximate final density? (1 point) A. 0.30 g/mL B. 0.50 g/mL C. 0.90 g/mL OD. 1.30 g/mL​