262
Appendix
11. FINANCE menus
augment(
augment(
matrix name A, matrix name B
)
C
0 4
127
identity
identity
dimension value
C
0 5
127
rnd_mat(
rnd_mat(
number of row, number of column
)
C
0 6
127
row_swap(
row_swap(
matrix name, row number, row number
)
C
0 7
128
row_plus(
row_plus(
matrix name, row number, row number
)
C
0 8
128
row_mult(
row_mult(
multiplied number, matrix name, row
number
)
C
0 9
128
row_m.p.(
row_m.p.(
multiplied number, matrix name, row
number, row number
)
C
1 0
128
mat
→
list(
mat
→
list(
matrix name, list name 1, …, list name n
)
mat
→
list(
matrix name, column number, list name
)
C
1 1
129
list
→
mat(
list
→
mat(
list 1, …, list n, matrix name
)
C
1 2
129
@
@
@
@
m
m
m
m
MATH/[ ]
det
det
matrix name
D
1
130
trans
trans
matrix name
D
2
130
rowEF
rowEF
matrix name
D
3
130
rrowEF
rrowEF
matrix name
D
4
130
[
No arguments
E
1
131
]
No arguments
E
2
131
Functions
Commands
Syntax
Keystrokes
Page
@
@
@
@
g
g
g
g
SOLVER/CALC
SOLVER
(TVM SOLVER screen appears)
A
E
187
slv_pmt
slv_pmt
[(N, I%, PV, FV, P/Y, C/Y)]
B
0 1
191
slv_I%
slv_I%
[(N, PV, PMT, FV, P/Y, C/Y)]
B
0 2
191
slv_PV
slv_PV
[(N, I%, PMT, FV, P/Y, C/Y)]
B
0 3
191
slv_N
slv_N
[(I%, PV, PMT, FV, P/Y, C/Y)]
B
0 4
191
slv_FV
slv_FV
[(N, I%, PV, PMT, P/Y, C/Y)]
B
0 5
191
Npv(
Npv(
interest rate, initial investment, list of following
collected investment [, frequency list]
)
B
0 6
192
Functions
Commands
Syntax
Keystrokes
Page