CuSO4 Mg - Cu MgSO4Calculate the mass of magnesium needed to displace all of the copper from 100 cm3 of copper sulfate solutionConcentration of copper sulfate solution is 50 g CuSO4 per dm3
CuSO4 Mg - Cu MgSO4Calculate the mass of magnesium needed to displace all of the copper from 100 cm3 of copper sulfate solutionConcentration of copper sulfate solution is 50 g CuSO4 per dm3
Star by working out the moles of copper sulfate in the solution.
I tried to work it out but im confused on how to do it. I would really appreciate it if you showed me how to do it step by step. If not its okay thanks for ur help anyway.
I tried to work it out but im confused on how to do it. I would really appreciate it if you showed me how to do it step by step. If not its okay thanks for ur help anyway.
Instread of just giving you the answer, here is a similar question, done step by step (I am going to assume you are using a GCSE periodic table)
Mg + FeSO4 ---> MgSO4 + Fe Calculate the mass of magnesium needed to displace all of the iron from 250 cm3 of iron (II) sulfate solution. The concentration of iron (II) sulfate solution is 12.0 g/dm3
Step 1: Working out the moles of iron sulfate present! If there are 12g in 1000cm3 (= 1 dm3), then there are 3g in 250cm3 (i.e. dividing by 4) to convert from g to mol, we use the formula moles = mass/Mr = 3g/(56+32+4x16) = 3/152 = 0.0197...mol of iron (II) sulfate
Step 2: From the balanced equation above, for every one FeSO4 that gets reacted so does one Mg. Therefore, there is also going to be 0.0197...mol of magnesium needed to react all the FeSO4
Step 3: We now need to convert the moles into mass, using the above formula. Mass = moles x Ar = 0.0197... x 24 = 0.474g (3sf)
Instread of just giving you the answer, here is a similar question, done step by step (I am going to assume you are using a GCSE periodic table)
Mg + FeSO4 ---> MgSO4 + Fe Calculate the mass of magnesium needed to displace all of the iron from 250 cm3 of iron (II) sulfate solution. The concentration of iron (II) sulfate solution is 12.0 g/dm3
Step 1: Working out the moles of iron sulfate present! If there are 12g in 1000cm3 (= 1 dm3), then there are 3g in 250cm3 (i.e. dividing by 4) to convert from g to mol, we use the formula moles = mass/Mr = 3g/(56+32+4x16) = 3/152 = 0.0197...mol of iron (II) sulfate
Step 2: From the balanced equation above, for every one FeSO4 that gets reacted so does one Mg. Therefore, there is also going to be 0.0197...mol of magnesium needed to react all the FeSO4
Step 3: We now need to convert the moles into mass, using the above formula. Mass = moles x Ar = 0.0197... x 24 = 0.474g (3sf)
Thank you soo much this helps a lot. I couldnt find this anywhere, thank u soooo much ur amazing 😊.And is the answer to my question 0.72?
Hello its me again sorry just wanted to say i followed ur example and technique and it helped, i know understand it so just wanted to say thank u sooo much for the help really appreciate it
Hello its me again sorry just wanted to say i followed ur example and technique and it helped, i know understand it so just wanted to say thank u sooo much for the help really appreciate it