140●110 ( )
N.
140●(40º;40º; 100º)
140●200;900;700
140●20º; 90º; 70º ( ∆ D)
140●πn, n*Z
140●80,60
140●,975
140●7,5π | =√, =1, =4, =0|
140010035●500; 600; 300.
1401050●1=10; d=10
140121251●60,80
;60
140125●60,80
1402●√15/4
14042313●p2r3s
14052●440
14065●50
14065●50
141●1/4cos(1/41)
1410515●(2)
141070210●1
141070210●2cos10 | 14sinsin70/2sin10 |
14110●4
141102203096●1/25.
14111234●24
1411221●12,18,3,2
Cm
141141375●0
1412●1/16 (b1=4,q=1/2 )
141211●18.
14121314●24.
14122512811212513●9
14127232●{8;10}
141303●13
141314●5/3
1414●4/16²1 |y=ln √14x/1+4x|
A
1414163241●4√-1/
141425●6; 8,4
1415●68
1415213714●28.
141589123●1/9
1416●(3; 3) | 1 ∫ 4dt>16 |
Ordm; ( )
( )
141813●d=1
1418234●4/b9; b7/a3
141850403●1500²
1419●266 ² ( )
142●x |y=1/4+x²|
142●(2;2)
142●1/4x-5/4-2/x
142●180. (1 12 )
142●3
142●71 109
X- .
142●√15/4 |sinα, cos α=1/4, 0<α<π/2|
1420●(π/6+πn;5π/6+πn), n*Z {14sin²x<0
1420●(-π/6+2πn; π/6+2πn),n*Z
142002●4π
1421●(1/2+1)²
14210159●199,5 |a1=4,2 10=15,9|
14212●2.
142114221●2
)
14214●2
142165●1
1422●11
1422●π/2n, n*Z, π/4(4+1)
1422●π/4 (2+1), *Z
1422●(4√2+√1)(√2+1)
1422●98² ( )
1422114221●2.
142211621422●15.
1422142219●2/3
1422142219●213
142222●cos2α.
142257125415 ●7.
1423●(2,3; +∞)
14230●1/2;3/7
14230●(-1/2; 3/7)
)
M8 n4
M8n4.
1423542355●6.
1423601●3;25
8.
C 7.
142590034●9
14273●6
|
|
|
112 .
1428●140 cm ( )
1428●140
14292323●2(2x²+6x+5)14x²-9
143●(0;3)
143●484. {b1=4,q=3
143●(0;3) |{|1|+=4 +=3|
143●4372 {b1=4,q=3
143●14xln14+3e3x
143●484
. ( )
1430●102
143017●1650 ²
143137168●2
143143●(0; 3)
S )
1432●1 2/3
1432●(4√3+√2) (√3+2)
1432●12/3
C )
143230008102...●26
1434●0,5
1434●80 |(bn),b1=4, q=3 S4=?|
1434●(π/3+πk+πn; π/3πk+πn)n,k*Z
14351142434218●11/60.
1435482●300 ² ( ∆)
1435751411408●1.
14380●(-3,8; 1,4)
U(1;2)
144●24
144●97/128 (cosx+sinx=1/4, cos4x?)
144●1/5x5+1/4e4x+3/4
1440●10
14401●π/4
144133615763411612●(2;5,5]
144144●cos 2α
C ()
( )
144214●2016 ³
C ( )
14422252●4/5 ( ∆)
14423182●217
1442331221●(∞;0]
144239 ●3;0
144239223●(3; 0)
48 ( , )
1442517●676π
)
14432●144√2³ ( )
14433205●7,75m/c²
144332●7,75/²
144382●2,4
1444●1
14443332●[0;1]U[3;∞)
1444932●2/7b
144524●4
X5
1448●18
14484●2,4
144850403●1500²
14488●400cm²
1449●7 %.
Tg
1449640●2400
145●60%
145●24 cm²
.
145●420
1451●(∞;3)U(3;+∞)
14512●(∞; 4,5)
145113●3,2 { |14,5||11,3|
145113●(0,2; 4,6)
14520● √1+√45=√20
14522302203●5,2y²2,6y+1,4
14523●310.
145235●{2;2}
145314161654●4.
145337172●9
14542●16
14542336●96
1456025●58.
145615105●20,8
1456925●58
146●73
146045●343
146070●12
147●40 %.
147101316219161116●146
1471211●1/x7+1
1471314725313●220
1472●5;3
1472●5 3 ( ,(1;4) (7;2)
147422●8 |14 ∫ 7 4√x+2/x+2 dx|
1478●=30
,40
X
1481731641●arccos 3/5
1482014216●1; 62/39
148201421675244●{1; 62/39}
14832●(8; 4)
1483567529●64,05
148521034041020●10/20
|
|
|
149●2
149●2/ V
1490●1/2
14927●(∞; 1]
14955●2 /
149526●n=14
14955●2/
S25●9864
15●y≥0, y≠25 | y+1/√y5 |
15●0≤y<5, y>5 | y+1/√y5 |
15●6=5 (6 )
15●15 ( ∆ )
15●75º ( ∆)
15●√6+√2/4 |cos15º.|
15●[0;16] |y=arccos √x+1/5|
15●20/
15●12/ ( 1- )
15●10 |logx=1+log5|
15●(∞; 4)
15●10% ( 1/5 )
( )
)
15●6 |f(x)=1x, x=5|
15●√31/2√2
15●[4; 5] |1|≤5
15●5 |1|≤5
15●(18;∞)
15●225 ² ( )
Sm ( )
15●38
Cm ( )
15●2
15●3 = 2√6
15●5 ( ∆ )
15●(1√3)/2√2(15ab+5b2)
)
15●[1; 5] |1≤≤5|
. (6 )
15●2<x<5 lg(x+1)>lg(5x)
15●2√3 |tg15|
15●2√6 |tgα, cosα=1/5 α III |
( )
15●5tg5x/cos 5x
15●5tg5xsec5x f(x)=1/cos5x
15●5/√26 sin(πarcctg 1/5)
15●6=5 ( )
15●30π
S )
қң ғ-
қ ү ң:15%
150●(100;200)
150●sin30=1/2 |sin150|
150●cos60=1/2 |sin150|
150●√3/3 |tg150º|
)
150●(5;+∞)
150●15 π²
150●150 ² ( )
150●125cm³
150●S=300, L=150 ()
150●12π ( =√, =1, =5, =0.)
1500●15/
)
150016●6400 ²
150020●15/
1500201600115●15.
15002●750
150113●100 { b1, q=1/3
150120●√3/4
150147●54
15015●12
150150●cos α
1502●125
1502●125 ²
1502●125 cm³
15020●200²
150210135●√3/4 |sin150ºcos210ºtg135º.|
.
15023●5
15023●5 |(;) {√√=1, 5=0, 2√3√|
1503020●21
b)
15034●√3
1503560●15
50
150523●30
1505233●30
1506●30π ² ( )
151●cos1, sin1, sin(-5) |sin 1,sin(5),cos 1|
151●0,5 lg(x+1,5)=lg(1/x)
1510●4π ² ( )
151020845●108,6
151025●0
1510213●6
151025310●5
)
15107●1/8
151110●120.
151103239●15
1511207●47
151151●2
1511511●1,5
151151511●2
1511515115●15/4
1512●2/5
1512●6
1512●2 m=15n/12/n
( )
15120●1/8
151204●1200
151211023●n=10,q=1/2
|
|
|
Ordm;
15125●(0;3)
15125●(0;3) |1<5<125|
15125125●22
15126122●3
1512712●21
1513●15/(5x1)4
1513●(∞;1/3)U(1/3;+∞)
1513120158●48,80,12,12.
1513311012●133/2(3+1)
15136123●17
151391320●4 /.
1514●6/25.
1514●6125
15141813●21/220.
151419●2; 5; 8 26; 5;16
1514453●240
151447●1
151456105●20,8.
1515●arccos 1/5+2πn<x<πarcsin 1/5+2πn,n*Z
{sin>1/5 cosx<1/5
1515●√2/2. |cos15ºsin15º|
1515●1/4. |sin15º*cos15º|
15150●1 lg15lg150
151513●π/4+πk,k*Z
151515●tg15
151518●[1/8;+∞)
15152●12 /
151524●12,5
1515400●125
1515415415●4
( )
)
( )
151637●n=25; S25=1975
1517●8 ( ү 15 )
1517●4 {√15 √17
1517●4
.
15172●35;7;5
1517313513●3375.
1518●1/4 |= A(1,5 1/8). |
15182●16
.
152●[5;2)U[3;∞) |f(x)=√x15/x+2|
152●[5;2)U[3;+∞) |y=√x15/x+2|
152●√5 |y1=√5x²|
152●1(x²+5)
152●2√6/5 |cosα, sinα=1/5, π/2<α<π|
152●12/
152●√51 | √(1√5)² |
)
1520●12
)
( )
1520●(∞;2)U(1/3;0) |1/+5/+2<2|
1520●0≤x≤1 =2
( D)
152020●44%
152035●37
15207802●1950³ ( )
15209●108 ²
15210●5/4b
( )
15210322201●100
152108212●5a/4b
15211121●4:8
C ( D)
AD 12
152122813●50
152123410●5115
15212813●50.
1521281305●25
152132●2√229
15216●(2;3) | {y=x+1 5x+2y=16 |
15216●(12; 3)
1522●√2 |+1=√5+2²|
152216●12π sm³
152220●3
15222308●=15
1522621533●13,2
.
15233013603●10 kg; 69%
1523423623●17/23 (15/234/23)+6/23
( )
1524●5.
1524●5
1524●20
1524●q=2, S=46,5 ( )
( , )
- )
15243●3
152455375113●2*1/125
( )
1525●5
1525●155{b1=5,q=2,n=5
15252●>5/3
15250823●5
1525202●5xy(3y+1-4x)
1526●5√6/4
15261523●(3;+∞)
1526220●3.
152664●{(2,32)}
1527003●720² ( )
.
152715125●16 1/9.
152715125●145/9
15271527●14
|
|
|
152821012●5a/4b
1529524●(3; 5]
153●1/x²-5e-3sin 3x
( )
153●138
153●90cm. ( ∆)
153●15√² |1/5:³√|
1530●1/5 |f(x)=15x+3, f(x)=0|
1531●(2;2)
1531551●(0;8)
1531551●(5; 8)
1532●(7:1)
1532●5; |1|;|√3|;|2|
()
153200●4 |b1=5; q=3; Sn=200.|
M ( )
153225●8
153248●45/2 { (15/32)48
15325●(-∞:5)
15323130●20.
1532322360450●1170
153248●45/2
15325●(∞;5)
1533●2 |y=√153sin πx3|
15332●5 |15³:(3²)|
M
15338●40x² |15x³:(3/8)|
15345●30
1535●2x³/3
X
1535●9,375; 5,625
X4
, 5,625 . ( )
1535●(3;1) | 1,5+=3,5|
1535●4 ( b3/b5)
15351●(5x+1)(3y1)
1535151●(1 2/3;+∞)
15355● |log(x1)/lg5√3x5=5|
1538441375213●2 11/15
1536●1 √15+x+√3+x=6
1536●1 √15+√3+=6
1536230●17.
)
Ordm;.
154●103 ( )
154●25%
154●20/
154●x≤1/20
154●522 (1 18 )
1540●36%
1541015●5
15414●20/
)
154321●(1,4) {15/43+²<1
15433●xmin=1,5 |f(x)=1,5x4+3x3|
15433●0; 1,5
154385●60 %.
15459310129010●2,2
1545931012910835●2 1/5
1546240●47.
154890●40 /, 50 /.
.
1551212513271249141811445121835●1083.
155124●[0;2]
155133124●x4+x²2x³
15542602●3,6;6
15547●0,4√5x1,25cos4x+7x+C |f(x)=1/√5x+5sin4x+7|
155609030●40
155755●2
156●9
156●18 ² ( , 6,)
15616●5/2
15616●5 1/6
1561637●5 1/6. (1=5/6, d=1/6)
15624816●n=28
M; 6,2m; 3,2m
1563●6,2;6,2;3,2
156342●10
15639●4.
( )
Cm
1565●2sin20ºcos 5º |sin15+cos65|
15683●30;40
157002●20,35,110
15711232●45.
157117●1,5.
1571179●1/2 sin8º
1572215743432●40 000.
1575●2√3/4 |sin15ºcos75º|
15761007412●1,2x²y²
158●cosπ/8
158●(-∞; -1)U(7; ∞)
)
158150●60
15805●0,5
159●27
159●54cm²
15902●40%
15910●198cm²
)
15920●126
1595615713351208025●27 7/12
16●192√3²
16●1/8 |f(x)=√x, f(16)=?|
16●1/8 |f(x)=x, f(16)|
16●√18
16●12; 4
16●128 ² ( )
C
16●192√3 ² { ∆
16●6,2 9,8 ( (16)
16●(∞;6)U(6;+∞) |=1/+6|
16●(2; 1/3)(6;1) (=1/6)
16●7 (ABCD 4)
Ordm;
160●(∞;6)U[1;+∞)
160●80º;100º ( )
1600●320, 400/
.
1600801●400;320km\chas
160080●320, 400 /
16009●40/41
)
1601115●3
160150●50; 100
;100
1601508001200●50; 100
16025010●x<z<y
160252421●24
160255421●24
16040140205070130110●1
)
1605●0,5(0,25-):5
1605016125●4
1605205025●0,5(0,254)/5
1605502520●y(y-4):5
1605502520●0,5(0,254)/5
1605820●60; 80; 80; 100
160582015●(60;80); (80;100)
|
|
|
1607525056412915110005●6.
16080●100
1608001200150●50;100
161033●405
161033●15
X
1612●100 π ² ( , )
16120●16π
16120●64(3+2√3)π
X)
161230●48² ( )
Cm
1612525●14
1613●6
1613●6 |{√√=1/6√, +=13, √|
16132920●5;3√5;1
16136●36/(6x+13)7
1615●30/(6x1)6
, 5
161593●9
1616233●4; ³√1/16
1616234●4;0;1;4
1617●1/(x/6+1)6+C
1617417●12/17 (16/17x=4/17_
16180●32
162●=5,=3
162●19; 25
162●42 (6 1 )
162●48√3² ( ∆)
162●48√3π ² ( ∆)
162●x≤0; ≠4 =√/16²|
162●(25; 9) |{=16 √√=2|
)
162●(4;4) lg(16x²)
1620●122,88 ² ( )
1620●11 (n )
162042245720●2,71
16212●13,5
16213●5 1/3
1621221●5/8
162152572262●1/83.
162162152152●9
162163●4
1622●128(√2+1)π
16224●8 | =16/², =2, =4|
162249●(4 3)²
1623●2
( , )
16230●4;3
16232●√6+2x1/3cos3x+2x+C |f(x)=1/√6+2x+sin3x+2|
.
1623234●5.
1623236272102●2
16233●20
1623321●1;4
162333●20
1623425●6
( )
1624182●64.
162423●28³
162423●28cm²
Cm.
132454002●6400³
162510●n=8;b8= 768
162512541●1 3/5.
.
16258●√137cm³
16262318●3
16263765... ●16;26;65;86;
1626376573●16; 26;65; 86; 9
16264●1/3 √6x1/3cos6x+4x+C |f(x)=1/√6x+2sin 6x+4|
1628●4 -b/+b
1628●19/25
