Recent content by nahian taskin

i was checking by putting the actual value in the equation then i get for the 1st equation , 18.5 would on left side . and my second equation is wrong. Ohk, thank you :)

Didnt came again :( with this value . somewhere is wrong, i don't know where!

No, i didnt. I am now trying with by corrcting that value in the equation

in the first equation i made a mistake it is 2150(0.0825) not 0.08125

if 8.25% is solid then (100-8.25)% is water which is 91.75% and i tried by giving 18.5 on the left hand side, but answer didnt came. It was more far than the actual answer.

Batch process : total input = total output. Rate process: rate of input- rate of output= rate of accumulation. if the rate process is uniform then , rate of input= rate of output.

how many equations it can be here, that's the confusion because i don't know wether its a batch process or rate process.

No equations are given. From this, We have to make our own equation to get the solution. I have tried with this equation: For solid : 0.05A+ 0.11B = 18.5+ 2150(0.08125) For Water: 0.95A+ 0.89B = 2150(0.9175) solve the equations. but i wrong answer,which means something is wrong in my equation

Answers for this question is, A = 1260 kg, B = 872 kg

initial amount of A n B in the total mixture. How much kg of A and B was added in the mixture

one example related to Q.Anna's Purification Co. produces drinking water from saltwater by partially freezing the saltwater to create salt-free ice and a brine solution. Tf saltwater is 3.50% salt by mass and the brine solution is fow1d to be an 8.00% concentrate by mass, determine how many...

one example related to Q.Anna's Purification Co. produces drinking water from saltwater by partially freezing the saltwater to create salt-free ice and a brine solution. Tf saltwater is 3.50% salt by mass and the brine solution is fow1d to be an 8.00% concentrate by mass, determine how many...

2 unknown. A and B.

Two liquids, A and B, are mixed together. A is 5.00% solids, the rest water. B is 11.0% solids, the rest water. To the mixture is added 18.5 kg of bone-dry solids resulting in a mixture of 2 150 kg containing 8.25% solids. What were the original amounts of the liquids A and B?