Sharp EL-9900 - Manual (Page 272)

262
Appendix
11. FINANCE menus
augment( augment( matrix name A, matrix name B ) C 0 4 126
identity identity dimension value C 0 5 126
rnd_mat( rnd_mat( number of row, number of column ) C 0 6 126
row_swap( row_swap( matrix name, row number, row number ) C 0 7 127
row_plus( row_plus( matrix name, row number, row number ) C 0 8 127
row_mult(
row_mult( multiplied number, matrix name, row
number )
C 0 9 127
row_m.p.(
row_m.p.( multiplied number, matrix name, row
number, row number )
C 1 0 127
mat →list(
mat →list( matrix name, list name 1, …, list name n )
mat →list( matrix name, column number, list name )
C 1 1 128
list →mat( list →mat( list 1, …, list n, matrix name ) C 1 2 128
@ @ @ @ m m m m MATH/[ ]
det det matrix name D 1 129
trans trans matrix name D 2 129
rowEF rowEF matrix name D 3 129
rrowEF rrowEF matrix name D 4 129
[ No arguments E 1 130
] No arguments E 2 130
Functions
Commands
Syntax
Keystrokes
Page
Advanced mode Basic mode
@ @ @ @ g g g g SOLVER/CALC
SOLVER (TVM SOLVER screen appears) A E 185
slv_pmt slv_pmt [(N, I%, PV, FV, P/Y, C/Y)] B 0 1 189
slv_I% slv_I% [(N, PV, PMT, FV, P/Y, C/Y)] B 0 2 189
slv_PV slv_PV [(N, I%, PMT, FV, P/Y, C/Y)] B 0 3 189
slv_N slv_N [(I%, PV, PMT, FV, P/Y, C/Y)] B 0 4 189
slv_FV slv_FV [(N, I%, PV, PMT, P/Y, C/Y)] B 0 5 189
Npv(
Npv( interest rate, initial investment, list of following
collected investment [, frequency list] )
B 0 6 190
Functions
Commands
Syntax
Keystrokes
Page
Advanced mode Basic mode