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63001.

Ursal, find thew60°タm

Answer»

l and m are parallel

q=60(corresponding angles)

x+q=180(linear pair)x=180-60=120

63002.

Rind the wokeo angie inthea WCr0

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63003.

frons = 212_25th Rind the valueSatralying Roses - Rr 2 3 41).

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Given f(x) = x^2 - 3x + 4

Then,f(2x + 1) = (2x+1)^2 - 3(2x+1) + 4= 4x^2 + 1 + 4x - 6x - 3 + 4= 4x^2 - 2x + 2

As per given conditionf(x) = f(2x + 1)x^2 - 3x + 4 = 4x^2 - 2x + 23x^2 + x - 2 = 03x^2 + 3x - 2x - 2 = 03x(x + 1) - 2(x + 1) = 0(3x - 2)(x + 1) = 0x = 2/3, - 1

63004.

4 tactor tell methodfind the factore al

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2 2 3 answer of your question

2 2 3 are the factors of 12this is the best answer.

12= 2×6 = 2×2×3factors of 12 is 2×2×3

63005.

havina sides 8cm, locm au 12 cmind A, BE and CA

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63006.

2 हि डकदि||e e ]99 jek-WM/&J/ #्वनन्क 441 2400 Tfnwl/dihay Lopented o Trane]Glo £ Voo TThe cevitral angle भू नकि न o,अदा |e TClhakls o0 L /dif/y,[- 7C

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Angle representing travel expenses = 250/2400 * 360= 37.5 degrees.

full answer

thanks

63007.

2 Tthe perimeter of a square is 16 cm. Find the length of its diagonal.A5x-7ABCDs a rectangle with diagonals AC and BD meeting at point O'.4x-54.If the adjacent

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3) 4x-5=5x-7x=2 is the required value

63008.

1) व्लाफभी शत न न््श्ध् THewउतर तन ५435 रूूट्ज्‌ ठग2, o कद— & T~T=L . ) ) eलि कि T 69 - Qfl\\fli |= sके LN ST रण i

Answer»

24 percentage = मकान का किराया62percentage = परिवार पर14%=63001%=450तब उसकी आय यानी 100%=450*10045000

63009.

2 2Bk 9S00 pp‘ &% d =gue) + goos Sk

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secA + tanA = p1/cosA + sinA/cosA = p(1 + sinA)/cosA = p(1 + sinA)^2/cosA^2 = p^2[squaring both sides](1 + sinA)^2/(1 - sinA^2) = p^2[ since cosA^2 + sinA^2 = 1](1 + sinA)^2/(1 + sinA)(1 - sinA) = p^2(1 + sinA)/(1 - sinA) = p^2[the common part getting cancelled]2/2sinA = (p^2 + 1)/(p^2 - 1)[By componendo and dividendo we get]1/sinA = (p^2 + 1)/(p^2 - 1)

ThereforesinA = (p^2 - 1)/(p^2 + 1)cos A =√1 - sin^2 A =2p^2/(p^2 + 1)

63010.

4. The sides of a square is 12 cm.Rind the peupmeter.

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Give:n a=12cmperimeter=4a=12×4=48cm sq

if the side of the square 12 so ,the perimeter is 4×side 4×12=48

a= 12perimeter=4a=12*4=48cm sq

side of the square=12perimeter=4×12 =48cm sq

63011.

A toy is in the form of a cone mounted on a hemisphere of diameter 7cm. If the total height of the toy is 14.5 cm. Find the volume of toy.

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63012.

4. A dealer sells a toy for Rs.24 and gains as much percent as the cost price of the toy.Find the cost price of the toy.

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63013.

Find each of the lettered angles giving reasonsType I: On alternate angles:

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63014.

one of the lettered angles giving reasonsach1: On alternate Angles :ipeLt70°105

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Assuming in question lines are parallel,i) a = 70° ( alternate angle)ii) x = 105° (alternate angle)

63015.

EXERCISE1e of the lettered angles giving reasons:On alternate Angles1:70°(i105°

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i) a = 70 as they are complementary angles

ii) x = 105 as they are complementary angles

63016.

12. Divide 32 into four parts which are the four terms of an AP such that theproduct of the first and the fourth terms is to the product of the secondand the third terms as 7:15.

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63017.

Divide 32 into four parts which are the four terms of an AP such that theof the first and the fourth terms is to the product of the secondand the third terms as 7:15,CBSE 2014

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63018.

03. A toy is in the shape of a cone mounted on hemisphere of radius 3.5em.The total height of the toy is 15.5cm. Find the total surface area of the toy.

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63019.

B tthe point

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5cos²60° + 4sec²30° -tan²45° -------------------------------------------------------sin²30° + cos²30°

=> 5× (1/2)² + 4 ×(2/√3)² - (1)² ---------------------------------------------------(1/2)² + (√3/2)²

=> 5×1/4 + 4× 4 /3 -1 -----------------------------------1/4 + 3/4

=> 5/4 + 16/3 -1 -----------------------------1 + 3/4

=> 15 + 64 - 12/12 { lcm}------------------------------4/4

=>55/12 = 21/4

55/12

63020.

a poisuch thet Ac 드CS, showState tthe axiom edSamoAdalittis

Answer»

Given : AC = BC ....(1)

AB = AC + BC

Using (1)

AB = AC + AC

AB = 2AC

63021.

Find tthe sun7.3409.473

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16.813

63022.

tind tthe walue o a and b s0 thatind theWau tactor

Answer»

Thank you so much

63023.

(d) PPms:.8110000(c) (-)12

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(c) 121/144 is the right answer

63024.

DPP set) = 4, then Rind x-:-?

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(x+1/x)^2= 16= x^2+1/x^2+2x^2+1/x^2= 14supposex-1/x= y(x-1/x)^2= y^2x^2+1/x^2-2= y^2y^2= 12y= +-12x-1/x= +-12

63025.

The sum of the digits of a 2-digit number is 11. The number obtained byinterchanging the digits exceeds the original number by 27. Find the number.

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63026.

3. The sum of the digits of a two digit number is 7. The number obtained by interchanging the digitsexceeds the original number by 27. Find the number

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let no be XY

x+ y= 7

No on interchanging digit = YX

YX = XY + 27

10Y + X = 10 x + y +27

9y -9x = 27

y- x= 3

also x+y = 7

add

2y = 10

y= 5

x= y-3 = 2

so no is 25

63027.

33prop(16The am². If itsco geral16. The area of a rectangle is 25length is 8 2 m, find its width.und

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Area=w×l25 2/3=w× 8 2/577/3=w×(42/5)w=77/3÷ 42/5w=25.66÷8.4w=3.05

63028.

22. Divide 32 into four parts which are in AP such that the product of theextremes is to the product of means as 7:15

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lets say the 4 numbers are: a-3d, a-d, a+d, a+3d;where sum of 4 terms = 32,hence 4a = 32, implies a = 8;according to question:(8-3d)(8+3d)/(8-d)(8+d) = 7/15solving we get answer: 2,6,10,14

63029.

1821U.12. Divide 32 into four parts which are the four termsof an AP' suchproduct of the first and the fourth terms is to theand the third terms as 7: 15.

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63030.

14. In Figure 14, AB 11 CD. Transversal t cuts ABat E and CD at F. If EG and FH are thebisectors of alternate angles ZBEF andZEFC, respectively, prove that EG HF.

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63031.

Find the alea uDA 5 cm and AC 5 cm.Radha made a picture of an aeroplane with coloured paper as shothe total area of the paper used.

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63032.

sulldle alea Ulule toy.26. If the radil of the circular ends of a bucket 28 cm high, are 20 cm7 cm, find its capacity and total surface area.(CBSE 2011]

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Given, Height of the bucket (frustum) (h) = 45 cm

Radius 1 (R) = 28 cm

Radius 2 (r) = 7 cm

-------------------------------------------------------------------------------------------------------------

Volume of frustum = π/3 h (R²+r²+R*r) (where R is the bigger radius and r is the smaller radius and h is the height)

= π/3 45 [(28)² + (7)² + 28*7]

= π * 15 * [ 784 + 49 + 196 ]

= π * 15 * 1029

= π * 15435

= 22/7 * 15435

= 22 * 2205

= 48510 cm³

Hence our volume is 48510 cm³

Read more on Brainly.in - https://brainly.in/question/5173061#readmore

and second method

1

Secondary School

Math

5 points

If the radii of the ends of a bucket 45cm high are 28cm and 7cm what is its capacity?

Ask for details

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byRajpriya33314.08.2018

Answers

inhumandrowsey

Genius

Given, Height of the bucket (frustum) (h) = 45 cm

Radius 1 (R) = 28 cm

Radius 2 (r) = 7 cm

-------------------------------------------------------------------------------------------------------------

Volume of frustum = π/3 h (R²+r²+R*r) (where R is the bigger radius and r is the smaller radius and h is the height)

= π/3 45 [(28)² + (7)² + 28*7]

= π * 15 * [ 784 + 49 + 196 ]

= π * 15 * 1029

= π * 15435

= 22/7 * 15435

= 22 * 2205

= 48510 cm³

Hence our volume is 48510 cm³

-------------------------------------------------------------------------------------------------------------

4.6

8 votes

THANKS

24

Comments

Report

GauravSaxena01

Ace

Answer:

Given,

Height of the bucket (h) = 45 cm

Radius one (R) = 28 cm

Radius a pair of (r) = 7 cm

Volume of solid = π/3 h (R²+r²+R×r)

where,

R= larger radius

r = smaller radius

h= height

=> π/3 forty five [(28)² + (7)² + 28×7]

=> π × 15× [ 784 + 49 + 196 ]

=> π × 15 × 1029

=> π × 15435

=> 22/7 × 15435

=> 22× 2205

= > 48510 cm³

1

Secondary School

Math

5 points

If the radii of the ends of a bucket 45cm high are 28cm and 7cm what is its capacity?

Ask for details

Follow

Report

byRajpriya33314.08.2018

Answers

inhumandrowsey

Genius

Given, Height of the bucket (frustum) (h) = 45 cm

Radius 1 (R) = 28 cm

Radius 2 (r) = 7 cm

-------------------------------------------------------------------------------------------------------------

Volume of frustum = π/3 h (R²+r²+R*r) (where R is the bigger radius and r is the smaller radius and h is the height)

= π/3 45 [(28)² + (7)² + 28*7]

= π * 15 * [ 784 + 49 + 196 ]

= π * 15 * 1029

= π * 15435

= 22/7 * 15435

= 22 * 2205

= 48510 cm³

Hence our volume is 48510 cm³

-------------------------------------------------------------------------------------------------------------

4.6

8 votes

THANKS

24

Comments

Report

GauravSaxena01

Ace

Answer:

Given,

Height of the bucket (h) = 45 cm

Radius one (R) = 28 cm

Radius a pair of (r) = 7 cm

Volume of solid = π/3 h (R²+r²+R×r)

where,

R= larger radius

r = smaller radius

h= height

=> π/3 forty five [(28)² + (7)² + 28×7]

=> π × 15× [ 784 + 49 + 196 ]

=> π × 15 × 1029

=> π × 15435

=> 22/7 × 15435

=> 22× 2205

= > 48510 cm³

63033.

.A open box is made of wood 3 cm thick. Its external length, breadth and height are 1.48 m,1.16 m and 8.3 m. Find the cost of painting the inner surface at 50 per square metre.the u

Answer»
63034.

, Tthe volume of a rectangular wall is 33 m. If its length is 16-5 m and height 8 m, find thewidth of the wall.

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For a rectangular wall,Length= 16.5 mBreadth/Width= bHeight= 8 mVolume= l×b×h 33 m³= 16.5×b×8 33/132= b 0.25 m= b

So, the width is 0.25 m.

thanks

63035.

The volume of a rectangular wall is 33 m. If its length is 16.5 m and height 8 m, find thewidth of the wall.10. K w anied to construct

Answer»

I thing 77 is right ans

v=L× B× H; 33/16-5×8=b; b= 33/132=0.25

0.25 is right answer

0.25 is the right answer

0.25 is right answer

63036.

Sulace alea or hoU6. A medicine capsule is in the shape of acylinder with two hemispheres stuck to eachof its ends (see Fig. 13.10). The length ofthe entire capsule is 14 mm and the diameterof the capsule is 5 mm. Find its surface area.

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63037.

Using appropPP, UN

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63038.

Find :uww1+un

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63039.

28. The sum of the digits of a two-digit number is &. The umber obained by meanging the owdigits exceeds the given number by 36. Find the number

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63040.

4. The sum of the digits of a two-digit number is 15. The number obtained by interchangngadigits exceeds the given number by 9. Find the original number

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63041.

Q 15. The sum of the digits of a two digit number is 8 when the digits areinterchanged the new numbers is 18 more than the given number. Find thenumber.

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let once digit=Xtens digit=Ythen number=X+10Y sum=X+Y=8 Y=8-X

when digits are interchanged thennumber=Y+10X

according to question,X+10Y+18=Y+10Xputting value of Y,X+10(8-X)+18=8-X+10XX+80-10X+18=8+9X98-8=9X+9X18X=90X=5. then. Y=8-5=3therfore number=5+10×3 =5+30 =35. ans.

lcome back! You get 5 points for logging in today.

63042.

divide 56 into four parts which are I. ap such that the ratio if the product of its extreams to the product of its mean its 5:6

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63043.

(f)15 g 950 mg into g

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950mg = 0.95 gramso 15 gram + 0.95 gram= 15.95 gramI hope you will be able to understandplease like the solution 👍 ✔️

63044.

EXAMPLE 42lf α and β are the solutions of a cos x + b sin xc, then show that22 -(2 +b) (NCERT2 2 1,2a2-b2(ii) cos (α-β) =INCERT EXEMPLAR](i) cos (α+ β) =2a +b2 ,1,2

Answer»
63045.

Find the capacity in litres of a conical vessel with(i) radius 7 cm, slant height 25 cm (i) height 12 cm, slant height 13 cm2.

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63046.

surfacealeauinnerA toy is in the form of a cone of radius 3.5 cm mounted on a hemisphereyf saThe total height of the toy is 15.5 cm. Find the total surface arca of the torysanne rad

Answer»
63047.

8.The lateral surface area ofa hollow cylinder is 4224 cmpIt is cut along its height and formed a rectangular sheetof width 33 cm. Find the perimeter of rectangular sheet?

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63048.

wiu Tls Curved surface area.. The lateral surface area of a cylinder of length 14 m is 220 m2. Find the volume ofthe cylinder.

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63049.

The lateral surface area of a hollow cylinder is 4224 cmit is cut along its height and formed a rectangular sheetof width 33 cm Find the perimeter of rectangular sheet?

Answer»

33cm after that cannot understand bro

63050.

u un 8 hundredthsGive the next three terms:(a) 1.2, 1.3, 1.4,

Answer»

1.5,1.6,1.7 are the correct answer..ok

1.5,1.6,1.7 are the next 3 terms.

1,5,1,6,1,7 is the correct answer

1.5,1.6,1.7 is the correct answer of the given question

1.5, 1.6, 1.7 is the answer of the following

1.2, 1.3, 1.4, 1.5, 1.6, 1.7, 1.8 is the answer of the following question.

1.5, 1.6, 1.7, it is the correct answer of the following question.