SwissVan Posted October 9, 2015 Posted October 9, 2015 I know this guy who owns all these cars, he also owns 1 mtb...Now thats a ratio i dont even want to attempt with my std10 standard grade mathsHis garage (in the picture) only showing the ferraris, i could not fit all the cars in one picture... sorry for the poor quality pic
DIPSLICK Posted October 9, 2015 Posted October 9, 2015 I know this guy who owns all these cars, he also owns 1 mtb...Now thats a ratio i dont even want to attempt with my std10 standard grade mathsHis garage (in the picture) only showing the ferraris, i could not fit all the cars in one picture... sorry for the poor quality pic IMG_1325 - 2.JPGThe real question on everyone's lips IS HE REALLY HAPPY.??I like to tell myself guys like that aren't happy people, it makes me feel better about my garage
SwissVan Posted October 9, 2015 Posted October 9, 2015 The real question on everyone's lips IS HE REALLY HAPPY.??I like to tell myself guys like that aren't happy people, it makes me feel better about my garage Know what you mean bud....But yes i think he is pretty happy with his lot, going to retire when he turns 50, next year....baastid
madbradd Posted October 10, 2015 Posted October 10, 2015 Am I the only one battling to determine what car and bike value should be used.... Current value / replacement cost / what you paid for it? Scary to look at the numbers like that when you see the combined "cost" of inflation and depreciation! If I take current value I'm at Houses: Cars = 12:1Houses: Bikes = 50:1 Replacement Cost Houses: Cars = 3:1Houses: Bikes = 25:1 What I paid Houses : Cars 5:1Houses : Bikes = 35:1
SwissVan Posted October 10, 2015 Posted October 10, 2015 Am I the only one battling to determine what car and bike value should be used.... I'm struggled with maths in matric and that was in 1981, sooo i simplified it:my ratio is based on quantity instead of value: 3:1:1 3 bikes: 1 residence (not even a house) : 1 car
Captain Fastbastard Mayhem Posted October 10, 2015 Posted October 10, 2015 Am I the only one battling to determine what car and bike value should be used.... Current value / replacement cost / what you paid for it? Scary to look at the numbers like that when you see the combined "cost" of inflation and depreciation! If I take current value I'm at Houses: Cars = 12:1Houses: Bikes = 50:1 Replacement Cost Houses: Cars = 3:1Houses: Bikes = 25:1 What I paid Houses : Cars 5:1Houses : Bikes = 35:1retail value. In other words, what you'd have to pay to get one like it in current values.
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