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3751.

(3) A conical fire work is of base diameter 10 centimetres and height12 centimetres. 10000 such fireworks are to be wrapped in colourpaper. The price of the colour paper is 2 rupees per square metre.What is the total cost?

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3752.

11.Split the following shapes into rectangles and find their areas. (Thgiven in centimetres)e measures212 10710

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3753.

A conical fire work is of base diameter 10 centimetres and height12 centimetres. 10000 such fireworks are to be wrapped in colourpaper. The price of the colour paper is 2 rupees per square metre.What is the total cost?

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3754.

The denominator of a fraction is 4 more thantwice its numerator. If 6 is subtracted from boththe numerator and the denominator, thedenominator becomes 12 times the numerator.Find the fraction.

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wrong answer

3755.

1) The denominator of a fraction is 4 more than twice its numerator. Denominatobecomes 12 times the numerator, if both the numerator and the denominatorreduced by 6. Find the fraction.

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3756.

हो कूल e W o e RB T o L0 ] s Mo= | g e Af,Ps,u,w'bmM;Afi RIS et,,,,,, —Sho 5 3lo ho eLo aL जय हि slod m Lol e (9-०9 Sed ८ i जेडर HinsF Core Fivd e लि o |

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3757.

2) The denominator of a fraction is 1 less than twice its numerator. If 1 is added tonumerator and denominator respectively, the ratio of numerator to denominator is 3:5Find the fraction.

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3758.

23. The sum of the numerator and denominator of a fraction is 4 more fttwice the numerator. If the numerator and denominator areby 3, they are in the ratio 2:3. Determine the fraction.

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3759.

The sum of the numerator and the denominator of a fraction is 4 more than twice the numerator. If the numerator and the denominator are increased by 3, they become in the ratio 2: 3. Find the fraction.

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3760.

14. The numerator of a fracnumerator of a fraction is 2 less than the denominator. If 1 is added to both numerator anddenominator the sum of new and original fraction is Find the original fraction.15

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let the numerator be x then, denominator will be x+2.

according to given condition we getx/x+2 + x+1/x+2+1 = 19/15

solving this we get quadratic equation 11x²-5x-84=0

solving this we have x=3

original fraction = x / x+2= 3 / 3+2= 3/5

Ans: 3/5

3761.

522. The sum of the numerator and denominator of afraction is 3 less than twice the denominator. If thenumerator and denominator are increased by 1, thenumerator becomes half the denominator. Find thefraction.(CBSE 2010

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3762.

MODEMHI20. The denominator of a fraction is 4 more than twiethe numerator. When both the numerator anddenominator are decreased by 6, then thedenominator becomes 12 times the numeratorDetermine the fraction.luuti thonumerafor is multiplied

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3763.

Draw a right triangle in which the sides (other than hypotenuse) are of lengths 4cmand 3 cm. Then construct another triangle whose sides are times thecorresponding sides of the given triangle.3

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3764.

7.Draw a right triangle in which the sides (other than hypotenuse) are of lengths 4 cm and3 cm. Then construct another triangle whose sides are 5 times the corresponding sidesof the given triangle.

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3765.

. Draw a right triangle in which the sides (other than hypoteause)are of lengths 4 cm and 3 em. Then construct another trianglewhose sides are times the corresponding sides of the giventriangle.ction:53

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3766.

narngicDraw a right triangle in which the sides (other than hypotenuse) are3 cm. Then construct another triangle whose sides are 3 times theof the given triangle.7.nts to a Circle

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3767.

17. A hemispherical bowl is made of steel 0.5 cm thick. The inside radius of the bowl is 4 cm. Findthe volume of the steel used in making the bowl.18. The volume of two spheres are in the ratio 64: 27. Find the difference of their surface areas, if

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3768.

EXERCISE 12.322(c) 28 cmwith the following radii: (Take πFind th(a) 7 cnme circumference of the circles4 mm

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Circumference = 2×pi×r where pi = 22/7 a) 2×22×7/7 = 44 cm b) 2×22×1.4/7 = 8.8 mm c) 2×22×28/7 = 176 cm

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3769.

Find the volume of the right circular cone with(1) radius 6 cm, height 7 cnm.(i) radius 3.5 cm, height 12 cm

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3770.

Find the value of 6% of 2hrs 40 mins.

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6 1/4=25/4 now 2hrs 40minutes=2*60+40=120+40=160minuteshence25/4% of 16025/400*160=10minutes

3771.

a2 b2 c2bc ca ab

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3772.

If a, b, c are all non-zero and a + b + c = 0, prove that,a2 b2 c2- +- + - = 3bc ca ab

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3773.

. TR a + b + c = 13 ě a2 + b2 + c2 = 69司,(ab + bc + ca) = ?

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(a + b + c)^2 = a^2 + b^2 + c^2 + 2(ab + bc + ca)

2(ab + bc + ca) = (a + b + c)^2 - (a^2 + b^2 + c^2) = 169 - 69 = 100.

(ab + bc + ca) = 50.

3774.

Prove that if a2 + b2 + c2 = ab + bc + ca, 'hen a-b=c

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Thanks for the answer

3775.

By splitting the following figures into rectangles. fisá tueir asea(The measures are given in centimetres)10

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3776.

If a2 + b2 + c2-20 and a + b + cWe have0, find ab + bc + ca.

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We know,(a+b+c)² = a²+b²+c² + 2(ab+ac+bc)

0² = 20 + 2(ab+ac+bc)

-20/2 = (ab+ac+bc)

(ab+ac+bc) = -10

3777.

The sides of a square are of length 6.4 centimetres .What isits perimeter?

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P=4a=4·6.4= 25.6 is the answer

3778.

Two solids spheres made of same metal have weights 11840 grams and 1480 grams . Find the radius of smaller sphere , if diameter of larger sphere is 10 centimetres

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Weight of the heavier sphere = 11840 g and weight of the lighter sphere = 1480 g, and diameter of lighter sphere = 10 cm or radius = 5 cmLet the volume of the heavier sphere be 'V1' and the volume of the lighter sphere be 'V2'. Radius of the heavier sphere be 'r1' because the diameter of the lighter sphere is given so the radius is 5cm.Weight of an object = density× volume of that objectSo,(Weight of the heavier sphere/weight of the lighter sphere) = (Density× V1/density× V2)As both the spheres are

As both the spheres are made up of same metal, therefore, the ratio of their weights will be equal to the ratio oftheir volumes.(weight of the heavier sphere/weight of the lighter sphere) = (V1/V2)⇒ (11840/1480) = (4/3πr₁³)/(4/3πr³)⇒ (11840/1480) = (4/3×22/7×r₁³)/(4/3× 22/7× 5× 5× 5)

3779.

H 15 cm G20 cm10y cm5xcm F

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10y = 20 so y = 25x = 15 so x = 3.

no

sorry

3780.

(ii) GOLD fOL=7.5 cmGL=6cmGD = 6 cmLD 5 cmOD = 10 cm

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3781.

How many cuboids of size 4 cm x 3 cm x 2 cm can be made fHOT12 cm x 9 cm x 6 cm?

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3782.

(e)Convert 45 m 84 cm as m.() Convert 850 m as km.(g) Convert 9 km 10 m as km

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f) 0.850 kmg) 9.01 km

3783.

Convert each of the following into a fra(i) 68%(ii) 3-Convert each of the following in

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3784.

5.Win an experiment, Ule us ....d. The first generation computersused to shut down because of .......e. A computer will not work unless.... is supplied to it.6.U7.2. Answer the following questions.a. Explain the role and importance ofinformation communication inscience and technology.b. Which application software in thecomputer system did you finduseful while studying science, andhow?C. How does a computer work?d. What precautions should be takenwhile using various types ofsoftware on the computer?e. Which are the various devicesused in information communi-cation? How are they used in thecontext of science?Proje

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Secondary School

Science5 points

Explain the role and importance of information communication in Science and Technology

Ask for details

FollowReportbySurya519516.09.2018

Answers

bhaumikkvora12

Helping Hand

Due to communication in science and technology the communication helps to do the advertisment of the things made or the new technology so that the people take and use for there betterment or their help.Information and technology has got efficient storage systems which may be used to store information which may be of very vital impact in future. Communication is made possible faster and efficiently between individual;s who are very apart and there is provision of immediate feedback, thus ensuring easy provision of goods and services

Thecomputerdoes its primaryworkin a part of the machine we cannot see, a control center that converts data input to information output. This control center, called the central processing unit (CPU), is a highly complex, extensive set of electronic circuitry that executes stored program instructions.

3785.

SolidsThe base of a prism is an equilateral triangle of perimeter 15 centimetresand its height is 5 centimetres. Calculate its volume.1)

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The formula for thevolume of a prismis V = B h , where is the base area and is the height.Area of base√3/4a^2*height( Area of equilateral Triangle)for aperimeter is givenso 3a= 15( perimeter of equilateral Triangle a+a+a)a= 5now volume√3/4*25*5

54.12cm^3

3786.

ple 15 : The height and the slant height of a cone are 21 cm and 28ively. Find the volume of the cone.

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3787.

Example 15 :The height and the slant height of a cone are 21 cm and 28respectively. Find the volume of the cone.

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very very thank-you

3788.

The base of a prism is an equilateral triangle of perimeter 15 cmand its height is 5 centimetres. Calculate its volume.

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As the base of triangular prism is equilateral.side=15cm/3=5 cm∴ Area of base = √ 3 / 4 (side)2⇒ Area of base = √3 / 4 x 52⇒ ⇒ Area =( 25÷4 )x 1.73 = 10.83 cm square.Volume of prism = Area of base x heightV= 10.83x 5Volume = 54.15 cm3

3789.

7. The base of a cone with radius 15 cm andslant height 25 cm is hemispherical. Find thevolume of this solid. ( pi =3.14)

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L= 25;cmr=15 mh=20 cmvolume =1/3π*r*r*h4710 cubic centimetres

3790.

15. The cap used by the Turks is shaped like the frustum of a cone. IE the Tside is 10area of material used for making it.cm, the radius at the upper base is 4 cm and its slant height is 15 cm. Find the

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3791.

(2) A tent is in the form of a cylinder whose height is 5 m surmounted by a cone of equalbase. The diameter of base is 105 m. The slant height of cone is 60 m. Find the cost ofcloth at 15 per sq metre to make the tent.

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Radius of base = 105/2 m

Curved Surface Area of Cylinder = 2πrh

=> 2 * (π) * (105/2) * 5 = 525π

Curved Surface Area of Cone = πrl

=> (π) * 105/2 * 60 = 3150 (π)

Therefore total area of cloth required = 3150 (π) + 525 (π) = 3675 (π) = 11545.353

Therefore cost of making the tent = 11545.353/15 = ₹769.69

3792.

the total surface area of a hollow cylinder which is open from both sides is 4620 square centimetres area of the base ring is 115.5 square centimetres and height 7 cm find the thickness of the cylinder

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3793.

Explain two different methods of drawing a square of area 13 squarecentimetres.

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1 Draw a side of the square using ruler. Keep track of the length of this side so you can make all four sides the same length.

2Considering the side drawn in the previous step as one of the arms, construct a right angle on each end of it. Thus the end points of the side drawn in the previous step would also be the two vertices of these right angles

Mark a point on each of the newly drawn arms (of the two right angles), at a distance (measured from the respective vertex of the right angle) which is same as the length of the side drawn initially.Join these two points.

join oters as well

3794.

Find the area of a square in square centimetres ifits perimeter is 160 m.

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Perimeter = 4a= 160a= 40area = axa= 1600m^21600*100 cm^2

perimeter=4a=160a=40maesa=a^2=1600m^2 =160(100cm)^2 =160×100×100cm^2 1600000cm^2 =16×10^5 cm^2

3795.

. Find the area of a square in square centimetres ifits perimeter is 160 m.

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3796.

and the denomato415. The denominator of a fraction is 1 less than four times the numerator. If 1 is added to boththe numerator and the denominator, the fraction becomes. Find the fraction.

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3797.

the sum of the numerator or denominator of a fraction is 12.if the denominator is increased by 3 the fraction becomes -1/2. Find the fraction.

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3798.

The sum of the numerator and denominator of a fraction is 12. If the denominator isincreased by 3, the fraction becomes 1/2. Find the fractionCBSE 2006C)

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3799.

a girl walk 4km in2×1/2hrs is equal

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3800.

A conductor has 2.4x1018C charge. How many electrons are in excess or short ?Ans. 15.

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Charge on one electron = -1.6×10^(-19) C

no. of electrons =2.4*10^-18/1.6*10^-19=24/1.6=15

Since the charge on the conductor is positive, the conductor is 15 electrons short.