Top 10k strings from Algebra 10 (1990)(Delta)(ru).tap in <root> / bin / z80 / software / Sinclair Spectrum Collection TOSEC.exe / Sinclair ZX Spectrum - Utilities & Educational / Sinclair ZX Spectrum - Utilities & Educational - [TAP] (TOSEC-v2007-01-01) /
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4 )="trn ghfdbkmtjyj jndrnf"
4 )="SIN(X/2)=+-
4 (X) d njxer p
3 )-xbCkj bo (-
2 )="tf{lbnr ghjbodjltw` awteqbb
2 )="tf{lbnr
2 )="lkz dCrp p bo jehrCntjCnb p
2 )="hrubnr whfdtrtbr:
2 )="dsgjktzrnCz trhfdrtCndj
2 )="awteqbz
2 )="COS(X)=COS
2 (X) wcsdfrn tf I"
2 (X) trghrhsdtf d njxer p
2 (X) djohfCnfrn tf I"
2 (X) bvrrn vfeCbvwv tf I"
2 (X) bvrrn vbtbvwv tf I"
2 '(p) vrtzrn otfe d p
2 wykf tfekjtf efCf- nrkmtj{ e yhfabew awteqbb
2 trghrhsdtj wcsdfrn"
2 trghrhsdtj djohfCnfrn"
2 dsgjktzrnCz:
2 - njxef vfeCbvwvf"
2 - njxef vbtbvwvf"
2
1 jgbCftbr vfCbdjd
1 ghfdbkmts{ ! ":
1 eCnhrvwvjd"
1 eCnhrvwvf awte-qbb
1 RUSALF3
1 BODY Mk
1 ALGEBRA10 Cd
1 A9
1 =N b k`cjyj p
1 ;K;". ";A$(V(I),O(K))
1 ;E;". ";S$:
1 ;"trn nfejyj dfhbftnf !":
1 ;"jqrtef ";ST
1 ;"jndrn trghfdbkmts{ !":
1 ;"jndrn ghfdbkmts{ ! ":
1 ;"ejtnhjkmtsr hfcjns gj fkyrchr":
1 ;"djghjC ";I:
1 ;"10 ekfCC":
1 0, rCkb :"
1 /2),xnj TG(ARCTG(
1 /2),xnj SIN(ARCSIN(
1 /2),xnj COS(ARCCOS(
1 -1, d efej{ vjvrtn dhr-vrtb rr wCejhrtbr cwlrn hfdtj 2 v/C
1 +X, tf{lbnr
1 +X d njxer p=1:"
1 *SIN(X)+2X*COS(X) :"
1 *COS(X)+2"
1 )="xrvw hfdtj d=ARCSIN(1/2)+ARCCOS(1/2) :"
1 )="xrvw hfdtj A=ARCCOS(0)+ARCCOS(1) :"
1 )="xrntfz, wcsdf`ifz"
1 )="xrntfz, djohfCnf`ifz"
1 )="xnjcs gjCnfdbnm xfCs tf 30 vbt tfofl, tw}tj gjdrhtwnm Cnhrkew gj pjlw xfCjd tf :"
1 )="wef}bnr trdrhtjr jghrlrkrtbr :"
1 )="wef}bnr grhbjlbxrCew` awteqb`:"
1 )="wCejhrtbr grhrvrirtbz njxeb d ghjCnhftCndr rCnm:"
1 )="trxrntfz, wcsdf`ifz"
1 )="trxrntfz, djohfCnf`ifz"
1 )="tr bvrrn
1 )="njxef p
1 )="njxef ldb}rnCz gj ofejtw X(
1 )="lkz k`cjyj qrkjyj
1 )="lkz awteqbb
1 )="hrubnr: SIN(X)-2COS(X)=0 :"
1 )="hrubnr: COS(X)=-1/2"
1 )="hrubnr trhfdrtCndj: SIN(2X)>1/2"
1 )="hrubnr trhfdrtCndj: COS(2X)
1 )="hrubnr trhfdrtCndj:
1 )="ghjbodjltfz jn ejjhlbtfns gj dhrvrtb"
1 )="ghjbodjltfz jn CejhjCnb gj dhrvrtb"
1 )="ghjbodjltfz ghjbodrlrtbz (XY)'="
1 )="ghjbodjltfz awteqbb grhr- vrirtbz njxeb gj dhrvrtb"
1 )="ghjbodjltfz Cwvvs (X+Y)'="
1 )="ghjbodjltfz (X/Y)'=, lkz Y
1 )="efejr dshf}rtbr drhtj:"
1 )="efejr bo dshf}rb{ ghfdbkmtjr :"
1 )="efefz bo awteqb{ tr zdkzrnCz grhbjlbxrCej{ ?"
1 )="cjkmurvw otfxrtb` p bo D CjjndrnCndwrn vrtmurr
1 )="cjkmurvw otfxrtb` p bo D CjjndrnCndwrn cjkmurr
1 )="awteqbz wcsdfrn"
1 )="awteqbz djohfCnfrn"
1 )="awteqbz Y=COS(X) bvrrn vfeCb- vwvs :"
1 )="awteqbz Y=
1 )="ajhvwkf kfyhft}f :"
1 )="Y=X*SIN(X)"
1 )="Y=X*COS(X)"
1 )="Y=SIN(2X)"
1 )="Y=4*SIN(X)"
1 )="X=ARCTG(2)+
1 )="X=ARCSIN(2)+2
1 )="X=ARCCTG(2)+
1 )="X=ARCCOS(2)+2
1 )="X'Y+Y'X"
1 )="X'Y'+XY"
1 )="COS(X)=SIN
1 )="COS(X)(X
1 )="COS(X)"
1 )="ARCTG(1/2)+
1 )="ARCSIN(
1 )="ARCCTG(
1 )="ARCCOS(2)+2
1 )="ARCCOS(
1 )="3/2 Cre"
1 )="2*SIN(X)+X
1 )="1/SIN(X)"
1 )="1/COS(X)"
1 )="1/3 Cre"
1 )="1/2 Cre"
1 )="(X'Y-XY')/Y"
1 )="(X'Y-XY')/Y
1 )="(X'+Y')/Y'"
1 )="(SIN(X))'="
1 )="(1/COS(X))'="
1 )-xbCkj bo (0;
1 ), xnj CTG(ARCCTG(
1 (p), rCkb lkz dCrp p bo trejnjhj{ jehrCntjCnb njxeb p
1 (p) tfosdfrnCz grhbj-lbxrCej{ C grhbjljv n
1 (p) b d tr{ CwirCndwrn ghj-bodjltfz
1 (X)/SIN(X)"
1 (X)/COS(X)"
1 (X) tfosdfrnCz djo- hfCnf`ir{ tf vtj}rCndr D, rCkb :"
1 (SIN(X)+COS(X))"
1 (1-COS(X))/2"
1 (1+COS(X))/2"
1 ((1-COS(X))/2)"
1 ((1+COS(X))/2)"
1 '(p)>0 d ef}lj{ njxer btnrhdfkf I, nj:"
1 '(p)<0 d ef}lj{ njxer btnrhdfkf I, nj:"
1 '(p), nj:"
1 "1 xrndrhnm","2 xrndrhnm","1 gjkwyjlbr","3 xrndrhnm","4 xrndrhnm","2 gjkwyjlbr","yjljdfz"
1 tfosdfrnCz njxej{ vbtbvwvf
1 d njxer v(-3;18):"
1 d njxer e(-2;-8):"
1 Delta 1990"
1 C vbtwCf tf gk`C, nj :"
1 C gk`Cf tf vbtwC, nj :"
1 Mk