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Se gxx24x5 ento gx dx vale 92arcsen2x312x2

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−15÷(75÷5−10) | Filo

1575510 Filo
512x-1-x-3-1-find-volue-of-n-1-x-2-n- – Tinku Tara

512x1x31findvolueofn1x2n Tinku Tara
−(x−a)(x2−b)(x−a) =−(x2−b) or −(x−a)(x2−b)(xa) =−(x2+a)ANSWERS1. ( a )→..

xax2bxa x2b or xax2bxa x2aANSWERS1 a

−x−y≥−4 | Filo

xy4 Filo
=tan−1[−sinθ/2cosθ/2 ]= =tan−1[−tan(2π −2θ ) ϕ=(2θ −2π ) Magnitude =2sin2..

tan1sin2cos2 tan1tan2 2 2 2 Magnitude 2sin2
49. 1−[1−{1−(1−1−1 )}]= ?(a) 0(b) 1 | Filo

49 111111 a 0b 1 Filo
(i) 2x−43 (ii) (5x3+3x−1)(x−1)(iii) x−3(5+3x)(iv) x5(3−6x−9)(v) x−4(3..

i 2x43 ii 5x33x1x1iii x353xiv x536x9v x43
=e−x,y=0,Ix=−1,x=0; about x=1 | Filo

exy0Ix1x0 about x1 Filo
5 - (-6) = -3 - (-4) = 7 - (-9) = -8 - (-2) = 15 - (-5) = -6 - (-10) = 12..

5 6 3 4 7 9 8 2 15 5 6 10 12
ove the following trigonometri1+sinθ1−sinθ =(secθ−tanθ)2cosθ+cosβ−sinθ+s..

ove the following trigonometri1sin1sin sectan2coscossins
(−3x2+x−5)(x−3)2 | Filo

3x2x5x32 Filo
a2(a−3)5×(a−2)6×(a−6)−5 | Filo

a2a35a26a65 Filo
If −1≤x≤0 andcos−1(2x2−1)=πa+bsin−1x,then a+b= | Filo

If 1x0 andcos12x21absin1xthen ab Filo
iii) x−3y−2x−2y5 | Filo

iii x3y2x2y5 Filo
(iii) a+x −a−x a+x +a−x =b | Filo

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(sinx−2(ex−1)(2x− a) (−∞,−1)c) (−1,3/2] | Filo

sinx2ex12x a 1c 132 Filo
mathrm { CH } _ { 4 } + - - \mathrm { O } _ { 2 } \rightarrow - - - ..

mathrm CH 4 mathrm O 2 rightarrow

(ii) 2−42−3 =2−3−4=2−7 | Filo

ii 2423 23427 Filo
(a) y−[x+{y−(x−y)}](b) 2x2−y−[z−(2y2−x)−{2z2−(y−x2)}](c) [3a−{4a−(2a−2

a yxyxyb 2x2yz2y2x2z2yx2c 3a4a2a2
If y=1+cosα+sinα2sinα , then 1+sinα1−cosα+sinα is equal to : | Filo

If y1cossin2sin then 1sin1cossin is equal to Filo
(g) (−x−y)(−x−y)(i) (21 x−21 y)(x−y) | Filo

g xyxyi 21 x21 yxy Filo
( b + a ) \times ( - a - b ) | Filo

b a times a b Filo
y>−x−4 | Filo

yx4 Filo
a3−b3÷a−b | Filo

a3b3ab Filo
x−3≤x≤5x+1 | Filo

x3x5x1 Filo
(c) x=3,y−2 ×−3 =(a) 6 | Filo

c x3y2 3 a 6 Filo
2x−43 (ii) (5x3+3x−1)(x−1)x3(5+3x)(iv) x5(3−6x−9)tedirivative of cosx..

2x43 ii 5x33x1x1x353xiv x536x9tedirivative of cosx
(e) tan(A+B)=sin A⋅cos A−sinB⋅cosBsin2 A−sin2 B | Filo

e tanABsin Acos AsinBcosBsin2 Asin2 B Filo
Substitution

Substitution
Ans: (x−y−1)&x(x−y−1(a) x2−y2+x+y and x2−xy+x | Filo

Ans xy1xxy1a x2y2xy and x2xyx Filo
If cos(α+β)sin(γ+δ)=cos(α−β)sin(γ−δ), then the value of cotαcotβcotγ is..

If cossincossin then the value of cotcotcot is
x5 −y4 +2=0,x2 +y3 =13(x =0,y =0) | Filo

x5 y4 20x2 y3 13x 0y 0 Filo
y=x (x−1)(x−2) y=(x +x 1 )2 | Filo

yx x1x2 yx x 1 2 Filo
cos(81∘+θ)=sin(9∘−θ) | Filo

cos81sin9 Filo
tan4θ−1=sec4θ−2sec2θ | Filo

tan41sec42sec2 Filo
sin−1(sin[−600∘])= | Filo

sin1sin600 Filo
iv.) 2x(x−2)−4xx−2x+8x−x+4 | Filo

iv 2xx24xx2x8xx4 Filo
dxdy =x−2y+12x−y+1 ,x−2y+1 =0. | Filo

dxdy x2y12xy1 x2y1 0 Filo
\begin{aligned}& ( x - 2 ) ( - 1 ) + ( y - 3 ) \left( \frac { 2 } { 3 } \..

beginaligned x 2 1 y 3 left frac 2 3

tan−1a−tan−1c=tan−1(1+aba−b )+tan−1(1+bcb−c ) | Filo

tan1atan1ctan11abab tan11bcbc Filo
(ii) y=∣x∣−2 (3) ∣2x−5∣ | Filo

ii yx2 3 2x5 Filo
tan2α(1+sinα)secα−1 is equal to | Filo

tan21sinsec1 is equal to Filo
Solution set of −x (−x2+x−1)(∣x∣−32)(x−3)x−∣x∣ (x−4)2 (17−x)

Solution set of x x2x1x32x3xx x42 17x
2. ∣A∣1 adjA=(A) AT(B) A−1(C) (A−1)T(D) (AT)−1 | Filo

2 A1 adjAA ATB A1C A1TD AT1 Filo
If θ is an acute angle and cosθ−sinθcosθ+sinθ =1−3 1+3 , find the value

If is an acute angle and cossincossin 13 13 find the value
cos2θcos2ϕ+sin2(θ−ϕ)−sin2(θ+ϕ) is equal to(A) sin2(θ+ϕ)(B) cos2(θ+ϕ)(C..

cos2cos2sin2sin2 is equal toA sin2B cos2C
Simplify:(a) (−6)×(−4)÷(+4)+(−5)−(−1)(b) (−15)÷(+5)×(−4)+(−10)−(+7)(c)..

Simplifya 64451b 1554107c
(b) A−(B−C)=(A−B)∪(A∩C) | Filo

b ABCABAC Filo
(i)) x2−y22xy −x+yx−y +x−yx+y | Filo

i x2y22xy xyxy xyxy Filo
19. 23x−3y2(2xy−1)3 | Filo

19 23x3y22xy13 Filo
cot2θ−sin2θ1 is equal to :(a) 1(b) 2(c) - 2(d) - 1 | Filo

cot2sin21 is equal to a 1b 2c 2d 1 Filo
(ii) sin2(A+B)−sin2(A−B)=sin2Asin2B(iii) cos2(2θ−ϕ )−sin2(2θ+ϕ )=cosθcos..

ii sin2ABsin2ABsin2Asin2Biii cos22 sin22 coscos
−14=3p±438 =3−5p 9) −8=−(x+4) | Filo

143p438 35p 9 8x4 Filo
(V) 253 −(−371 )(vi) 113 −(7−5 )(iii) 97 +(4−3 ) | Filo

V 253 371 vi 113 75 iii 97 43 Filo
15sin−1(1−x)−2sin−1x=2π , then x is equal to-(a) 0,21 ,(b) 1,21 ,(c) 0..

15sin11x2sin1x2 then x is equal toa 021 b 121 c 0
x \in [ - 1,1 ] , \sin ^ { - 1 } ( - x ) = (A) - \sin ^ { - 1 } x (B) \si..

x in 11 sin 1 x A sin 1 x B si
3x−x+2 =65 −2x−1 | Filo

3xx2 65 2x1 Filo
2(sin222∘+sin268∘)cos222∘+cos268∘ −sin216∘−cos16∘sin74∘ का मान ज्ञात कीज..

2sin222sin268cos222cos268 sin216cos16sin74

π−cos−1(−x)= | Filo

cos1x Filo
4) Find 1−1[1/(s+1)2(s−5)2 | Filo

4 Find 111s12s52 Filo
⇒−3=−30−u−30 | Filo

330u30 Filo
(i) (2x+5y)(2x−5y)−(4x−3y)(4x+3y) (ii) (7a−5b)2−(7a+5b)2 (iii) (x−y)2−(x+..

i 2x5y2x5y4x3y4x3y ii 7a5b27a5b2 iii xy2x
25.1. limy→x y−xysecy−xsecx | Filo

251 limyx yxysecyxsecx Filo
(iv) cos−11312 +sin−1135 =sin−1 | Filo

iv cos11312 sin1135 sin1 Filo
If y=(sin−1x)2, then (1−x2)y2 −xy1 is2410 | Filo

If ysin1x2 then 1x2y2 xy1 is2410 Filo
III) Simplify: a) 125−[18−{28÷4−(18−30÷5)÷2} b) 5[18+{3+4(5−2)}] c) 130−[..

III Simplify a 12518284183052 b 5183452 c 130
4/20Prove that:(cosθ1 −cosθ)(sinθ1 −sinθ)=tanθ+cotθ1 | Filo

420Prove thatcos1 cossin1 sintancot1 Filo
b2−c2)+b(c2−a2)b−c)(c−a)(a−b3(b−c)+b3(c−0−(b−c)(c−a)(ac2(b2−c2)+c2a2(a2−b..

b2c2bc2a2bccaab3bcb3c0bccaac2b2c2c2a2a2b
cot−1(3 1 )−cos−1(−21 ) is equal to(a) π(b) 3π (c) 3π (d) 32π | Filo

cot13 1 cos121 is equal toa b 3 c 3 d 32 Filo
y=3x+1xy −2 −1 0 1 2 | Filo

y3x1xy 2 1 0 1 2 Filo
(a) x−y =y−x(b)−(x+y)=(−x)+(−y) | Filo

a xy yxbxyxy Filo
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iii. (x−2)(x+1)=(x−1)(x+3) | Filo

iii x2x1x1x3 Filo
2. x2−2x−84. 2x2−x−66. 5x2−4−8x | Filo

2 x22x84 2x2x66 5x248x Filo
-16 + (-8) - (-12) + (-18) - 20 - (+12) 12 - (-18) - 15 - (+16) - (-15)

16 8 12 18 20 12 12 18 15 16 15
(a) ∫−∞+a δ(x−b)dx | Filo

a a xbdx Filo
x−3y−7=03x−3y−15=0x−3y=7x−3y=15समी सेx−3y=7x0y | Filo

x3y703x3y150x3y7x3y15 x3y7x0y Filo
(a−b−c)(a−b−c)(a2−3a+7)+(2a+3)(x+y)(x2−xy+y2)12a3b2÷(−3ab)(a2be)(2−a+2θ)

abcabca23a72a3xyx2xyy212a3b23aba2be2a2
3. −6.8+(−2.2d)+(−4.5d)+3.4d | Filo

3 6822d45d34d Filo
μ−x−ex=0 | Filo

xex0 Filo
(10) sinθ+cosθ−1sinθ−cosθ+1 =secθ−tan1 Proof : | Filo

10 sincos1sincos1 sectan1 Proof Filo
(B) (α−αˉ)(β−βˉ )=0(C) (αˉ−α)(αβˉ −αˉβ)=(β−βˉ )2(D) (αˉ−α)2(αβˉ −αˉβ)=(..

B 0C 2D 2

⇒8−{8−8=0}⇒−0=8Ass−0=82As 1) 2−{3−{6−(5−4−3)}} | Filo

888008Ass082As 1 236543 Filo
Or / अथवा(b) The principal value of cos−1(−21 ) is | Filo

Or b The principal value of cos121 is Filo
The interval in which y=x2e−x is increasing is.ydxdy =x2e−x=2xe−x+(−e−x..

The interval in which yx2ex is increasing isydxdy x2ex2xexex
Find dxdy for xsin(x−y)−(x+y)=0 | Filo

Find dxdy for xsinxyxy0 Filo
tan−1(yx )−tan−1(x+yx−y )=4π , for x+y>0 | Filo

tan1yx tan1xyxy 4 for xy0 Filo
Column I (i) \cot ^ { - 1 } \left( \tan \left( - 37 ^ { \circ } \right)

Column I i cot 1 left tan left 37 circ right
(ii) x2−x−132(v) 35−2b−b2 | Filo

ii x2x132v 352bb2 Filo
21. sin−1(1−x)−2sin−1x=2π then x is equal to(a) 0,21 (b) 1,21 (c) 0(..

21 sin11x2sin1x2 then x is equal toa 021 b 121 c 0
42. (x2−3x−4)÷(x+1)= ? (x =−1)(A) x−4(B) x−3(C) x−2(D) x−142. (x2−3x..

42 x23x4x1 x 1A x4B x3C x2D x142 x23x
1] (21 )−2x =403 −4⋅4+=(−23 )−1 | Filo

1 21 2x 403 4423 1 Filo
3. ZnO+C−−−−−−−−−−−>Zn+CO : the reactants that are oxidised and reduced i..

3 ZnOCZnCO the reactants that are oxidised and reduced i
(2) x+y +x−y =4;x+y −x−y =−2(3) x−227 +y+331 =85;x−231 +y+327 =89(4) 3x..

2 xy xy 4xy xy 23 x227 y331 85x231 y327 894 3x
(iy) [5z−(x+2y)]−[3x−(y−2z)] | Filo

iy 5zx2y3xy2z Filo
(1) x2−3x+2x2−5x−14 ⋅x2−14x+49x2−4 | Filo

1 x23x2x25x14 x214x49x24 Filo
c. a−2(x−5)=x+10Edi | Filo

c a2x5x10Edi Filo
y=−cos(x−π)−1 | Chegg.com

ycosx1 Cheggcom
−48−[18−∣(−16)−(5−4−7 )]] | Filo

481816547 Filo
(ii) 3x^2 - 5x from 2x^2 - 4x - 5 (iv) 2q - 3r - 5 from p - 4q - 6r (ii)

ii 3x2 5x from 2x2 4x 5 iv 2q 3r 5 from p 4q 6r ii
(iii) x2−(k+4)x+2k+5=0 | Filo

iii x2k4x2k50 Filo
20. x2−xz+xy−yz23. y2−xy(1−x)−x3 | Filo

20 x2xzxyyz23 y2xy1xx3 Filo
x−aa +x−bb =x−c2c find, x= ? | Filo

xaa xbb xc2c find x Filo
5. Simplify the following :(i) [(−32 )3+94 ]÷(53 )−3(ii) (4)−3÷(2−1 )3..

5 Simplify the following i 32 394 53 3ii 4321 3
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The table shows values for functions f(x) and g(x). x f(x) = −4x−3 g(x ...

The table shows values for functions fx and gx x fx 4x3 gx

a = c = 0.5, b = d = 0.7, x −2 = x 0 = 1/7, x −1 = 25/14, y −2 = y 0 ...

a c 05 b d 07 x 2 x 0 17 x 1 2514 y 2 y 0

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Solved The indicated function y1(x) is a solution of the | Chegg.com

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Solved l=cos(ψ1−(90−β))tan(β)(H−h)+tan(γ)(H−h) | Chegg.com

Solved lcos190tanHhtanHh Cheggcom
For a 1 > 0, a 2 > 0: (a) Φ 1 (0, y, 0, t) for (y, t) ∈ [−5, 5] × [0 ...

For a 1 0 a 2 0 a 1 0 y 0 t for y t 5 5 0

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