Shopping Mall Statistics
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Can someone please help thanks? The owner of booting into a shopping center determines that teens to visit their store to spend twice as much as the adults who visit his shop. It also determines that 60% of his clients are teenagers? Please answer the following questions: • On Saturday, customers spend $ 1,502 in the store. How much money do teens spend at the store? • Show your Assuming labor demographics of the owners are correct, write a formula that the owner of the store could use to determine how money was spent in his shop for adult and adolescent clients to any number of daily income? Population is in relation to the dynamic equilibrium of a population especially in regard to density and capacity expansion or decline
Hi, I guess that adolescents who visit his store spend twice that adults who visit his shop "means that for every person you spend twice as much. If you are just out of total revenues, and the total amount was twice teenager the total adult, you only need 2 / 3, 1502 for adolescents and 1 / 3, 1502 for adults. <== This is not the correct method of my understanding, which ignore this! Because teens who visit your store to spend double that of adults who visit his shop, then if the average adult spends $ X, then average teen spends $ 2X. If 60% of their customers are teenagers, 40% are adults. Each of the 60% of spending money for each of 2X, while 40% spend X dollars to give a grand total of $ 1502 on Saturday. This means that the 60 (2X) + 40 (X) 1502 = 120X + 40X = 160X X 1502 = 1502 = 9.3875 This is adult 40X of 40 (9.3875) or $ 375.50. As adolescents spend twice as much per person, if an adult spends 9.3875, then a teenager spends 2 (9.3875) or 18,775. So it 60 times 60 (18.775) = $ 1,126.50, which is the total spent by teenagers. Note that 375.50 + 1126.50 = 1502, of the total. Note also that if a number As youth spent two times more than all adults, then spend twice 375.50 or $ 751. But since 60% compared to 40% of adults actually is 60 / 40 or 1.5 times more of them, what would happen 1.5 times as much as $ 751 or $ 1,126.50. If you look at this without numbers, if all adults spend A total of A, then 60/40 or 1.5 times as many times as much spending would be 1.5 * 2 * A = 3A. so basically 60% of teens spending an average of two times more per person spends three times more than adults. That makes the general equations easier. Teens = 0.75 (total revenue) Adults = 0.25 (Income total) I hope that makes sense. If you want an example on the basis of numbers, suppose there are 40 adults and adolescents 60. If each adult spends $ 1, then to 40 spend $ 40. Because each teen spends twice, each one spends $ 2, but 60 of them, so they spend a total of $ 120. That's the total income of $ 160. 120/160 = 3 / 4 and 40 / 160 = 1 / 4 of total revenue. Hope that helps! 
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