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Ãëàâíàÿ Ñëó÷àéíàÿ ñòðàíèöà Êîíòàêòû | Ìû ïîìîæåì â íàïèñàíèè âàøåé ðàáîòû! | |
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2222●(b–c)³
2222●2πn;π/2+2πn,n*Z |2sinx+2cosx+sin2x=2|
22220●–π/2+2πk,k*Z 2πn,n*Z
22220●–2<x<0 èëè x>2 (x–2/x+2–x+2/x–2<0)
22220232●(x-y)²
22221●8/9
22221●π/2n, n*Z
22221●{πk/2} (cos²2x–sin²2x=1)
22221●2xy/x²–y²
2222108●4
Ln2
222212●πn, n*Z
222212●±π/12+π/2n,n*Z |cos²2x–sin²2x=1/2|
2222133●cosecα
222215●3/2 {2sinα+sin2α/2sinα–sin2α,cosα=1/5
222215●1,3
222215●1 1/2 |2sinα+sin2α/2sinα–sin2α, cosα=1/5|
222215●1,5. |2sinα+sin2α/2sinα–sin2α, cosα=1/5|
222216●2. |log2 log2 log2 216.|
222216●[8;∞) |log2x+log22x≥log216x.|
22222●0
22222●(–∞;0] |2–2õ+2≥22|
22222●√x+y +√x-y
22222●x–2/x3
22222●m–n
22222●2 (2m+m²+n²/n):(m+n²/m+2n)–m/n
222220●2√2
222221●(0;1);(0;–1)
2222210110111252●–4
2222211122221●1
2222262●[2; 4) |√x–2+√x+2+2√(x–2)(x+2)=6–2x|
222222●ಠ|ab–a²b²/a²+ab):ab–b²/a²–b²|
222222●sinα sin4β
222222●(a+b+c)²
222222●(a+b+c+d)(a+b-c-d)
222222●b²(a²+b²) |(à²+b²)²–a²(a²+b²).|
Ln2
222222●x=1; ó=1 |2õ²–2õó+ó²–2õ+2 íàéì çíà÷|
222222●a–x
2222220●2(bc–ac)
22222205●0; 16/9.
2222221●a²
22222211●(0;1/2]U(1;√2]U(2;+∞)
2222221●(0;1/2]U(1; √2]U[2;8)
2222222●(a-b)/4
2222222●2xy/(x+y)²(x-y)
2222222●z³+2z+2/z
22222222●m/2
22222222●0
B.
22222223●4.
22222242●(–2;0),(–2;–1),(1;0),(1;–1)
222222434122●à–2
222223●π/4+πn/2,±π/3+πn,n*Z
2222230099●1–√3
2222230099173231734●1–√3
222223523●a(a+b)/b–a
222224●4.
22222481●–1
222225●1/sin²5α |sin²2α+cos²2α+ctg²5α|
222226●0,5; 2.
22223●m³+4/6
22223●1/2. |sin2α+cosα/cos²α+sin²α+2sinα, α=–π/3|
222232222●π+2πn, π/2+2πn,π/5+2πn/5,n*Z
22223242●π/2+πn;π/4+πn 2π/10+πn/5
22223242●π/2+πk,k*Z;π/4+π/2m,m*Z; π/10+π/5π,n*Z
|cos²x+cos²2x+cos²3+cos²4x=2 |
222233●(–1)k π/3+πk, k*Z;–π/2+2πn,n*Z
2222332221●(m–n)/(x+y)(m+n)
Tg4a
Log23.
2222422●m–n/2(m+n)
2222460●16
222248222●1/2a²(a+b)
22225●6
22225●π/3+πn,n*Z;–π/3+πê, ê*Z |2cos2x+2tg²x=5|
22225●1/sin²5α
22225050●(5;4)
2222515●(–5/4;∞) {2õ²–2õ<2õ(õ+5)+15
2222532223●8/11
222254●(–0,5;–4,5),(4,5;0,5)
222254●(4,5; 0,5),(–0,5;-4,5)
222255●a–b–5
222256●65/52
2222615●3/2
22228120●2;–4
22228120●25–4
222282221●–16
2222824●–1
2223●(–∞;+∞) |ó=log2(x²–2x+3)|
2223●3/5
2223●51/50
2223●24 2<log2(x–2)<3
22230●π/2+2 {sin2x·√–x²+2x+3=0
22230122230●1.
22231●4
222312325●(8;2)
222320●Äұðûñ æàóàï æîқ | 2sin²2x+3cos2x<0 |
22233●4a4b²/9m²n6
222315●[0;∞)
222312325●(8;2)
22232●0
22232●1/4 sin²2α
222320●–π/4+πn;–arctg3+πk;n;k*Z
Íåò ðåøåíèè
2223220●{–1;0;2;3}
2223220●1
22232223●cos45°=√2/2 |m=cos22°•cos23° è n=sin22°•sin23°|
22232238●3.
22232425●πn/2, πn/7,n*Z
222324515●(0;+∞)
222324252●π/2+πk, k*Z; π/14+π/7n, n*Z; π/4+π/2m, m*Z
222325●ಠ| (2•2•2•3•à•à+à•à):25 |
22233●–π/2+2πn,n*Z;(-1)k π/3+πk,k*Z
22233●–π/3+2πn,n*Z; 2π/3+πm,m*Z; 3π/2+πk,k*Z
|2sin²x+2sinx=√3+√3sinx|
2223322262●(2;1),(–2;–1)
222332442●6
2223326●36;12
22234●5√2
222340●–√2 |x²+2a√a²–3x+4=0|
222344●a-1/a²(a²-b²)
222345152●(0;∞)
2223524●–4
AB.BC è CD.ED
2224●16 |2∫ –2 (2õ+4)dx|
22240●3.
222401●–7,999
2224111●(6;10)
22242●8
2224200●5
22242129●{–1;1}
222422●x+2/x-2
22242238●2
2224332●21
Log23
22244●1/a+b
22244●4 (åí ê³ø³ ìí)
Åí óëêåí ìí)
22245●(3;–1,5) |y=x²/2–2x ïîä óãëîì 45º|
2224888438●12
222497●a–b+7
2225●90%
2225●0,3 |sin²α, åñëè cos2α=2/5|
2225●29 |a²+b², a=2, b=5|
2225●2–√2/4
22250●{–12,8}
22251●(4;3);(–3;–4) |{õ²+ó²=25 õ–ó=1|
22251●(3;4) |log2(x–2)+log2(5–x)>1|
222512●90%
222512●(3; 4);(4;3);(–3;–4);(–4;–3).
2225142118●78
2225225●1/2
22252225●√2/2.
2225240232●13π/12; 17π/12
22252422●a; –2,5à
222525●(–5;0);(4;3);(4;–3).
2225622●x(a–b)/a+b
2226●0,5; 2
2226●π²/72 |f(x)=(2–x²)•cosx+2x•sinx, x=π/6|
22271149●3
222722221●5
22275●x=5
222750●(3;7]
22276312134312●–1/3
2228●–26.
222824●1
2229●π/7+πn/3π/3+πn/1
N
AKM)
223●1 (2AK=BK, 2AM=CM;3)
223●x=–1 òî÷êà ìèíèìóìà |f(x)=x²+2x+3x|
223●2(2+√3) {2/2–√3
223●(2;3) |ó=(õ–2)²+3|
223●(0; 2√2)
Sm
223●–7 (tgx, sinx–cosx/2cosx+sinx=3)
223●√π/π+2
223●y=–2x+3 (f(x)=x²–2x+3)
223●(–∞;1] | ó=õ²–2õ–3 óáûâàåò |
223●[–1;∞)
223●[1;+∞) |ó=õ²–2õ+3|
223●(–1)nπ/6+πn,n*Z |2cos²x=3sinx|
223●[–2;3)U(3;∞]
223●xεR
223●1 (y=–x²+2x–3 ïðèí íàéá çíà÷)
223●1,4
223●3
223●(0; 2√2) (2log2x<3)
223●3 {y=x2/2-3x
223●4–2√3
223●–6(1–2õ)²
223●(6; +∞) |ó=õ–2/2–õ/3,áîëüøå íóëÿ|
223●–√5/6 |π/2<x<π sinx=2/3, cosx–ctgx?|
223●x=(–1)k+1 π/6+π/2k,k*Z |2sin2x=–√3|
223●–π/3 |arcsin(sin22π/3)|
223●π/12(6k+1),k*Z |ctg²2x=3|
2230●–1<x<3 | y(x)=–x²+2x+3. y(x)>0 |
2230●(–1,5; 1)
2230●100
2230●(-1)n+1 π/6+πn/2;n*Z |2sin2x+√3=0|
2230●(–1)k+1 2π/3+πk,k*Z |2sin x/2+√3=0|
2230●45
2230●x=(-1)k+1 π/6+π/2k,k
K
2230●(–3/2;1) |2õ²+õ–3<0|
Ordm;
2230●π/4+πk,n*Z arcctg(-1;5)+πn,n*Z
2230●[-3;1]
2230●cosx+3=0 èëè cosx–1=0 |cos²x+2cosx–3=0|
2230●π/12(6k±1),k*Z |ctg²2x–3=0|
2230●–π/2+2πn |2cos2x+sinx+3=0|
223030●0,5.
2230452602301●4/17
22306●(3;3)(–3;9)
2231●1;–2
2231●–π/3+πn≤x≤πn,n*Z |2cos(2x+π/3)≥1|
2231●π/8+πn/4; π/4+π/2,n*Z |cos²x+cos²x3x=1|
2231●[–4;–3)U(1; 2]
2231●6
22310●(-3;-1)U(1;+∞)
22310090●120
2231214●32/3
223113●2.
Sinx
22315●(–1,5; 5)
22313313313●π/6
Ñì.
22315220●1
22318●õ=4
223182●(–∞;+∞)
2232●7 |m²+n²–mn, m=3, n=2|
Abx4
2232●√π/π+2 |f(x)=sinx•√2x+2x+3, x=π/2|
2232●(2;∞)
N
2232●±π/12+πn, n*Z |cos²x–sin²x=√3/2|
2232●e2x+x3–cosx+C |y(x)=2e2x+3x2+sinx|
2232●3
2232●4+2³√2+³√4/3
2232●6abx4. |(–2ax²)·(–3bx²)|
2232●π/2+πn,n*Z;π/3+πk,k*Z |sin2x=2√3cos²x|
2232●104
22320●–1/2; 2
22320●π/2+πn,n*Z ±arccos3/4+2πk,k*Z
22320●±π/2+πn,n*Z | 2sin2x+3cos²x=0 |
22321●√6
22322●1 |sin(2π–α)tg(π/2+α)ctg(3π/2–α)/cos(2π+α)tg(π+α)|
223220●–arctg1/2+πn;–arctg2+πk;n,k*Z
2232210●(–∞;–2)U(–1;∞)–{0}
223222●mn/m+n |m²–n²/m–n–m³–n³/m²–n²|
223222334●(3;4),(4;3)
223223●tg2α
22322322●a+3b/a–2b
22323●(m–n)(2m+3)
2232322226●(2;1)(-2;-1)
223242523●–9/4.
2232431661222●2,5.
22328●(5;–3),(3;–5)
2233●1 |b(a²–ab+b²)/a³+b³+a/a+b|
2233●2 ñì. (2√2/3 ñì³.Íàéäèòå åãî ðåáðî)
2233●2πk, kÝZ {2tg² x+3=3/cosx
2233●5sin²x•cos³x
22331●à+1/a(a–b)
22331721●0,7.
22332●4a4b2/9m2n6
223322●mn/m+n.
223322●xy/x+y
223340●–π/4+πn,n*Z
22331●à+1/à(à-b)
22331721●0,7
223322●mn/m+n
223322●õó/õ+ó
223222334●(3;4),(4;3)
2233232●4
22333●7
223335●–6;5
223340●–π/4+πn, n*Z
Äàòà ïóáëèêîâàíèÿ: 2014-11-03; Ïðî÷èòàíî: 466 | Íàðóøåíèå àâòîðñêîãî ïðàâà ñòðàíèöû | Ìû ïîìîæåì â íàïèñàíèè âàøåé ðàáîòû!