Any assistance given is greatly appreciated.
K Krupski69 New member Joined Apr 30, 2019 Messages 8 May 14, 2019 #1 Any assistance given is greatly appreciated.
Dr.Peterson Elite Member Joined Nov 12, 2017 Messages 16,749 May 14, 2019 #3 Yes, that's the answer for part (a). Have you done the rest? If so, show your work for (a), as they mention! Then we can work from there to help you finish.
Yes, that's the answer for part (a). Have you done the rest? If so, show your work for (a), as they mention! Then we can work from there to help you finish.
K Krupski69 New member Joined Apr 30, 2019 Messages 8 May 14, 2019 #4 For part (b): I have said there is an infinite number of solutions, hence the number of families in each group cannot be determined. X = 1/2(33- lambda) Y = 33-(2*lambda) Part (c): Number of families with one bike = 11 Number of families with 2 bikes = 12 Number of families with 3 bikes = 10 Is this correct? Cheers
For part (b): I have said there is an infinite number of solutions, hence the number of families in each group cannot be determined. X = 1/2(33- lambda) Y = 33-(2*lambda) Part (c): Number of families with one bike = 11 Number of families with 2 bikes = 12 Number of families with 3 bikes = 10 Is this correct? Cheers
Dr.Peterson Elite Member Joined Nov 12, 2017 Messages 16,749 May 14, 2019 #5 Please show a little more: what do X, Y, and lambda mean? What were the equations for part (c)? But I think you are correct.
Please show a little more: what do X, Y, and lambda mean? What were the equations for part (c)? But I think you are correct.