ashleyprescot05
08.12.2020 •
Mathematics
Musical notes are classified by frequency. The note middle C has a frequency of 262 hertz. The note C above middle C has a frequency of 524 hertz. The note C below middle C has a frequency of 131 hertz.
1) Write an equation of the sine function that represents middle C if its amplitude is 0.2.
2)Write an equation of the sine function that represents C above middle C if its amplitude is one half that of middle C.
3)Write an equation of the sine function that represents C below middle C if its amplitude is twice that of middle C.
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Ответ:
9514 1404 393
1) f(t) = 0.2·sin(524π·t)
2) f(t) = 0.1·sin(1048π·t)
3) f(t) = 0.4·sin(262π·t)
Step-by-step explanation:
The general form of the desired equation is ...
f(t) = A·sin(2πf·t)
__
1) f = 262; A = 0.2
f(t) = 0.2·sin(524π·t)
__
2) f = 524; A = 0.1
f(t) = 0.1·sin(1048π·t)
__
3) f = 131; A = 0.4
f(t) = 0.4·sin(262π·t)
Ответ:
$75,604.60
Explanation:
The lump sum that would make the employee indifferent between the two option is the one that is equal to the present value of the part payments.
Given a constant payment of $26,000 per year this will be the present value of an annuity.
Present Value of the Annuity = 26,000 * Present Value interest factor of an annuity, 3 years, 8%
= 26,000 * 2.5771
= 67,004.60
Total present Value = 8,600 + 67,004.60
= $75,604.60
If the lump sum offered was $75,604.60, employee would be indifferent.