Page 21-56
„°LL
@)@RUN@ @@DBG@
Start the debugger. SL1 = 2.
@SST
↓
@
SL1 = 0., SL2 = 2.
@SST
↓
@
SL1 = 0., SL2 = 0., SL3 = 2. (DUP)
@SST
↓
@
Empty stack (-> n S k)
@SST
↓
@
Empty stack (
«
- start subprogram)
@SST
↓
@
SL1 = 0., (start value of loop index)
@SST
↓
@
SL1 = 2.(n), SL2 = 0. (end value of loop
index)
@SST
↓
@
Empty stack (START – beginning of loop)
--- loop execution number 1 for k = 0
@SST
↓
@
SL1 = 0. (k)
@SST
↓
@
SL1 = 0. (SQ(k) = k
2
)
@SST
↓
@
SL1 = 0.(S), SL2 = 0. (k
2
)
@SST
↓
@
SL1 = 0. (S + k
2
)
@SST
↓
@
SL1 = 1., SL2 = 0. (S + k
2
)
@SST
↓
@
SL1 = 0.(k), SL2 = 1., SL3 = 0. (S + k
2
)
@SST
↓
@
SL1 = 1.(k+1), SL2 = 0. (S + k
2
)
@SST
↓
@
SL1 = ‘k’, SL2 = 1., SL3 = 0. (S + k
2
)
@SST
↓
@
SL1 = 0. (S + k
2
) [Stores value of SL2 = 1, into
SL1 = ‘k’]
@SST
↓
@
SL1 = ‘S’, SL2 = 0. (S + k
2
)
@SST
↓
@
Empty stack [Stores value of SL2 = 0, into SL1
= ‘S’]
@SST
↓
@
Empty stack (NEXT – end of loop)
--- loop execution number 2 for k = 1
@SST
↓
@
SL1 = 1. (k)
@SST
↓
@
SL1 = 1. (SQ(k) = k
2
)
@SST
↓
@
SL1 = 0.(S), SL2 = 1. (k
2
)
@SST
↓
@
SL1 = 1. (S + k
2
)
@SST
↓
@
SL1 = 1., SL2 = 1. (S + k
2
)
@SST
↓
@
SL1 = 1.(k), SL2 = 1., SL3 = 1. (S + k
2
)
@SST
↓
@
SL1 = 2.(k+1), SL2 = 1. (S + k
2
)
@SST
↓
@
SL1 = ‘k’, SL2 = 2., SL3 = 1. (S + k
2
)
Summary of Contents for 50G
Page 1: ...HP g graphing calculator user s guide H Edition 1 HP part number F2229AA 90006 ...
Page 130: ...Page 2 70 The CMDS CoMmanDS menu activated within the Equation Writer i e O L CMDS ...
Page 206: ...Page 5 29 LIN LNCOLLECT POWEREXPAND SIMPLIFY ...
Page 257: ...Page 7 20 ...
Page 383: ...Page 11 56 Function KER Function MKISOM ...
Page 715: ...Page 21 68 Whereas using RPL there is no problem when loading this program in algebraic mode ...
Page 858: ...Page L 5 ...