Type the correct answer in each box. Use numerals instead of words. Jonathan purchased a dirt bike a year ago. The value of the dirt bike, in dollars, can be calculated using the expression shown below, where t is time, in years. 8,690(0.95)^12t Use the given expression to complete the statements below. The quantity that represents the initial value of the dirt bike is _____. The quantity that reveals the rate at which the value of the dirt bike is decreasing is _____, which means the decay rate of the dirt bike is _____ %. The quantity that represents the number of times the value of the dirt bike decreases each year is _____.
the principal is the initial value here. which is 8690
0.95 means every certain amount of time (determined by the exponent), the bikes value is 0.95 times the value before that time
which means the decay rate is 1-0.95 = 5%
12t where t is in years means that 'certain time' is 12 times per year
hope you understand it now!
1-0.95=5 and 12t is incorrect
the decay rate is 5%, the bike's value decreases 12 times per year sorry
thank u
you're welcome
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