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- %OP%TNN
- %OP%JUN
- %OP%WRN
- %OP%DP0
- %OP%DFT
- %OP%GRY
- %OP%PL57
- %OP%TM4
- %OP%HM0
- %OP%FM4
- %OP%BM4
- %OP%LM8
- %OP%RIY
- %CO:A,12,72%What monthly payment would need to be made in order to
- cover the interest accrued on the principal?
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- %R%Principal
- %V%%R%%D0%1000
- %R%Return
- %V%%R%A8*(((B8/100)+1)^C8)
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- Where is the break-even point for a lump sum against
- regular monthly payments at the same interest rate?
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- %R%Lump Sum
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- %V%%R%1000
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- %R%Value
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- %V%%R%A21+(A21*(B21/100))
- %V%%R%A25+(A25*(B$21/100))
- %V%%R%A26+(A26*(B$21/100))
- %V%%R%A27+(A27*(B$21/100))
- %V%%R%A28+(A28*(B$21/100))
- %V%%R%A29+(A29*(B$21/100))
- %V%%R%A30+(A30*(B$21/100))
- %V%%R%A31+(A31*(B$21/100))
- %V%%R%A32+(A32*(B$21/100))
- %V%%R%A33+(A33*(B$21/100))
- %CO:B,12,60%
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-
- NB Enter data only in "Principal", "Rate"
- and "Term" boxes
-
- %R%Rate
- %V%%R%10
- %R%Repayment
- %V%%R%if(loopc=1,E8,F12+(F10/100))
- %R%Paid
- %V%%R%(B10*12)*C8
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- %R%Rate
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- %V%%R%10
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- %CO:C,12,48%
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- %R%Term
- %V%%R%%D0%3
- %R%Value
- %V%%R%fv((B10)*12,B8/100,C8)
- %R%Saving
- %V%%R%C10-B12
- %R%Interest
- %V%%R%rate(B12,A8,C8*12)*1200
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- %R%Monthly
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- %V%%R%25
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- %R%Value
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- %V%%R%fv(C$21*12,B$21/100,D26)
- %V%%R%fv(C$21*12,B$21/100,D27)
- %V%%R%fv(C$21*12,B$21/100,D28)
- %V%%R%fv(C$21*12,B$21/100,D29)
- %V%%R%fv(C$21*12,B$21/100,D30)
- %V%%R%fv(C$21*12,B$21/100,D31)
- %V%%R%fv(C$21*12,B$21/100,D32)
- %V%%R%fv(C$21*12,B$21/100,D33)
- %V%%R%fv(C$21*12,B$21/100,D34)
- %CO:D,12,36%
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- Yrs
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- %R%Year
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- %V%%R%1
- %V%%R%D25+1
- %V%%R%D26+1
- %V%%R%D27+1
- %V%%R%D28+1
- %V%%R%D29+1
- %V%%R%D30+1
- %V%%R%D31+1
- %V%%R%D32+1
- %V%%R%D33+1
- %CO:E,12,24%
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- %R%Guess
- %V%%R%((A8+((A8*B8*C8)/100))/(C8*12))*0.94
- %R%Variance
- %V%%R%A10-C10
- %R%Loop No
- %V%%R%loopc
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- %CO:F,12,12%
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- %V%%R%A8+((A8*B8*C8)/100)
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- %V%%R%sgn(E10)
-
- %V%%R%B10
- %CO:G,12,0%%CO:H,12,0%%CO:I,12,4%%CO:J,12,0%%CO:K,12,0%%CO:L,12,0%%CO:M,12,0%%CO:N,12,0%%CO:O,12,0%%CO:P,12,0%