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State the starting value and the growth factor and the percentage growth rate for the exponential function Q equals 350 divided by left parenthesis 7 times 5 to the t power right parenthesis?
Starcoke724
Q = 350/(7*5^t) = 350/7 * 5^-t = 50*5^-tStarting value = 50
Growth factor = 5^-t
Growth rate = 1/5 or 0.2
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State the starting value and the growth factor and the percentage growth rate for the exponential function Q equals left paren 1 over 3 right paren to the power of t over 25?
The starting value is Q(0) = (1/3)^(0/25) = (1/3)^0 = 1 Growth rate (per period, t) = 100*{Q(1)/Q(0)-1} = 100*{(1/3)^(1/25)/1 - 1} = 100*{0.9570 - 1} = -4.30 % approx.
Why is the percent change from a to b not equal to the percent change of the inverse -- 1 divided by a to 1 divided by b?
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State the starting value and the growth factor and the percentage growth rate for the exponential function Q equals 350 divided by 7 times 5 to the t power?
Please resubmit your question spelling out the symbols as "plus", "minus", "times", "divided by", "equals", "squared", "cubed" etc. Here, it is not possible to distinguish between (350/7)*5^t which is 50*5^t or 350/(7*5^t) or even 350/{(7*5)^t}.
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State the starting value and the growth factor and the percentage growth rate for the exponential function Q equals left paren 1 over 3 right paren to the power of t over 25?
The starting value is Q(0) = (1/3)^(0/25) = (1/3)^0 = 1 Growth rate (per period, t) = 100*{Q(1)/Q(0)-1} = 100*{(1/3)^(1/25)/1 - 1} = 100*{0.9570 - 1} = -4.30 % approx.
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0
State the starting value and the growth factor and the percentage growth rate for the exponential function Q equals 350 divided by 7 times 5 to the t power?
Please resubmit your question spelling out the symbols as "plus", "minus", "times", "divided by", "equals", "squared", "cubed" etc. Here, it is not possible to distinguish between (350/7)*5^t which is 50*5^t or 350/(7*5^t) or even 350/{(7*5)^t}.
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In the name of allah
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