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143.3333 = (1.02)^x

 Feb 2, 2016
 #1
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143.3333 = 1.02x   Take logs of both sides and use the property of logs that  ln(ab) = b*ln(a)   (where ln is log to the base e)

 

ln(143.3333) = x*ln(1.02)    Divide both sides by ln(1.02)

 

x = ln(143.3333)/ln(1.02)  

 

x = 250.7330

.

 Feb 2, 2016
 #2
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im the op.

 

thanks a lot man much appreciated.

 Feb 2, 2016

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