A tank contains 80 grams of salt dissolved in 500 L of water. The inflow per minute is 20 g of salt dissolved in 20 L of water. The outflow is 20 L/min of the uniform mixture. 4. Which of the...


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A tank contains 80 grams of salt dissolved in 500 L of water. The inflow per minute is 20 g of salt<br>dissolved in 20 L of water. The outflow is 20 L/min of the uniform mixture.<br>4. Which of the following equations relates the mass of salt m (in grams) in the tank and the time t<br>(in minutes)?<br>dm<br>А.<br>dt<br>m<br>+ = 20<br>25<br>dm<br>+ 20m = 20<br>dt<br>dm<br>С.<br>dt<br>m<br>=1<br>25<br>dm<br>dt<br>+ 20m = 1<br>D.<br>5. Find the time (in minutes) at which the salt content of the tank will reach 475 grams.<br>а. 82.41<br>b. 53.82<br>c. 61.95<br>d. 70.53<br>B.<br>

Extracted text: A tank contains 80 grams of salt dissolved in 500 L of water. The inflow per minute is 20 g of salt dissolved in 20 L of water. The outflow is 20 L/min of the uniform mixture. 4. Which of the following equations relates the mass of salt m (in grams) in the tank and the time t (in minutes)? dm А. dt m + = 20 25 dm + 20m = 20 dt dm С. dt m =1 25 dm dt + 20m = 1 D. 5. Find the time (in minutes) at which the salt content of the tank will reach 475 grams. а. 82.41 b. 53.82 c. 61.95 d. 70.53 B.

Jun 04, 2022
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