mazielynn84
29.08.2019 •
Mathematics
Every month tripp deposit is $377 into an interest-bearing account to save for a down payment on a house. the interest rate on the account is 4.83% compounding twice a year. what is the present value of this investment if tripp purchases the house in 20 years? ( show work)
a= $9832.53
b= $58,995.15
c= $57,604.02
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Ответ:
Pvad=377×((1−(1+0.0483÷2)^(−2×20))÷(0.0483÷2))×(1+0.0483÷2)=9,832.52
Ответ:
A. 3p < 10.2
Step-by-step explanation:
The answer is the above mentioned because by solving 3p < 10.2, you divide both side by the number attached to the variable 'p'. ie 3p/3 < 10.2/3 and that gives you p < 10.2/3. 10.2/ 3 gives you 3.4. ie p<3.4. Therefore making the answer A. 3p<10.2