User Manual

19990401
Följande formler är tillgängliga för varje uttryckstyp.
Linear Equation — 6 typer
• AX = B • X + A = B
• AX + B = C • AX + B = CX + D
• A(BX + C) = D(EX + F) •AX + B= C
Linear Inequality — 6 × 4 typer
• AX { > < ><} B • X + A { > < ><} B
• AX + B { > < ><} C • AX + B { > < ><} CX + D
• A(BX + C) { > < ><} D(EX + F) •AX + B{ > < ><} C
Quadratic Equation — 5 typer
• AX
2
= B • (AX + B)
2
= C
• AX
2
+ BX + C = 0 • AX
2
+ BX + C = D
• AX
2
+ BX + C = DX
2
+ EX + F
Simul Equation — 10 typer
• AX + BY = C • Y = AX + B
DX + EY = F Y = CX + D
• AX + BY + C = 0 • AX + BY + C = DX + EY + F
DX + EY + F = 0 GX + HY + I = JX + KY + L
• AX + BY = C • AX + BY = C
Y = DX + E DX + EY + F = 0
• AX + BY = C • AX + BY + C = 0
DX + EY + F = GX + HY + I Y = DX + E
• AX + BY + C = DX + EY + F • AX + BY + C = 0
Y = GX + H DX + EY + F = GX + HY + I
Ett tryck på 6(EXCH) kastar om vänstra och högra sidans element i uttrycket.
7-3-2
Övningsläget
GY-350 Ch7 Sw.7-2~7-4_0310.p65 05.3.11, 1:19 PM326