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61851.

A well of radius 5.6 m and depth 20 m is dug in a rectangular field of dimcnsions150 m × 70 m and the earth dug out from it is evenly spread on the remaining part ofthe field. Find the height by which the field is raised.

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Area of the well=2*pi*(5.6)^2 cm2=197.12 m2Area of the rectangular field=150*70 cm2=10500 m2Volume of the mud dug out=Area of the well *depth of the well = 197.12*20 m3=3942.4m3Area of the remaining field=10500-197.12 m2=10302.88 m2let the height by which the field is raised be h m.B.T.P,

10302.88*h=3942.4or, h=0.342 m

61852.

1.Find the perimeter of the given diagrams:1.6 m6 m50/cm50 cm(Take π=22)

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61853.

18. A well of inner diameter 14 m is dug to a depth of 12 m. Earth taken out of it has been evenlyspread all around it to a width of 7 m to form an embankment. Find the height of theembankment so formed.

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61854.

h 15 cmnce, the height of the cylinder is 15 cm.ercise 10.3There are two cuboidal boxes asshown in the adjoining figure. Whichbox requires the lesser amount ofmaterial to make?5050 cm50 c50 em

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61855.

The diameter of a circular park is 140 m. Around it on the outside, a path having thewidth of 7 m is constructed. If the path has to be fenced from inside and outside at therate of 7 per metre, find its total cost.

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61856.

The diameter of a circular park is 140 m. Around it on the outside, a path having thewidth of 7 m is constructed. If the path has to be fenced from inside and outside at therate of 7 per metre, find its total cost.217

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61857.

thediameter of a circular park is 140 m. Around it on the outside, a path having thewidth of 7 m is constructed. If the path has to be fenced from inside and outside at therate of 7 per metre, find its total cost.

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61858.

SrijanClassesD.ла.ла-01(R)Rajkumar Ganj, DarbhangaClass 10thSub:- (Biology) Sec BQ 1: What are the different component of transport system in human beings?Q2: Why it is necessary to separate the oxygenated and deoxygenated blood inthe mammals?Q 3: What are the different components of blood? State their function.o 4: Explain the structure and function of Human Heart.Q 5: Explain the cardiac cycle.Srijan ClassesPage 1

Answer»

Blood, Blood vessels, Heart and lymph are the components of the transport system in human beings.

♦ Blood transports nutrients, respiratory gases (CO2 and O2) waste products, harmones, water, inerganic ions and chemicals.

♦ Blood-vessels (Arteries and Viens)

Arteries carry blood from different organs of the body whereas veins collect the blood from different organs and bring it back to the heart.

♦ Heart - Heart is a pumping organ which keeps blood continuously moving in the blood vessels.

♦ Lymph - Lymph carries digested and absorbed fat from intestine and drains excess fluid from extra cellular space back into the blood.

61859.

while a number, whose decimal expertWhat will be the value of 20x35?

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10 underroot 7 is the answer of question

61860.

What is the cost of metal sheet required to prepare two cubotdal boxes ofdimensions 1 m x 50 cm x 1.5 m at the rate of t 120 per m ?

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Total surface area=2(lb+bh+hl)=2(1*.5+.5*1.5+1.5*1)=5.5m^2Two boxes area =5.5*2=11m^2Cost of 1m^2=120RsCost of 11m^2=120*11=1320Rs

61861.

6. Sharad bought one quintal of onions for2000. Later he sold them all at the rateof R18 per kg. Did he make a profit ororincur a loss? How much was it?0.

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Given:1 quintal of onion for 2000rsSelling rate =18rs/kgSolution:1 quintal =100kgCost price of 100kg onions =2000rs1kg =2000/100=20₹100kg onions sp=18x100=1800Loss=2000-1800=200Answer: Therefore the loss is 200rs

61862.

4. The height of an equilateral triangle measures 9/3 cm. Find its arca.

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61863.

17. Each side of an equilateral triangle measures 8 cm. Find (i) the areof the triangle, correct to 2 places of decimal and (ii) the height of thtriangle, correct to 2 places of decimal. (Take /3 1.732)

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61864.

16. The height of an equilateral triangle measures 9 cm. Find its areacorrect to 2 places of decimal. Take 3 -1.732.

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61865.

4. Find the value of x if each of the following are inproportion.(i) 2 m, 1 m 50 cm, 2 3, xii) 0.5, 0.05, 0.005, x

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2/1.5=3/x so x=(1.5×3)/2=4.5/2=2.250.5/0.005=0.005/x so x=0.005/10=0.0005

61866.

A 20 m deep well with diameter 7 m is dug and the earth from digging is evenly spread out to form platform 22 m by 14 m. Find the height of the platform.

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Diameter of the well = 7 mRadius of the well = 7/2 mDepth of the well = 20 m

Volume of the mud dug from the well = πr2h= 22/7 × 7/2 × 7/2 × 20= 770 m3

Area of the rectangular plot where the mud is spread = 22 x 14Let the height of the plotfarm be h metres.

Volume of the plot form = Volume of the mud taken from the well22 x 14 x h = 770h = 770 / 22x14h = 2.5 m

61867.

. A20 m deep well with diameter 7 m is dug and the earth from digging is evenly spread outto form a platform 22 m by 14 m. Find the height of the platform.

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61868.

\left. \begin{array} { l } { \text { well as } ( x - 2 ) } \\ { \text { (1) } 23 , - 14 } \end{array} \right.

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it is divisible by x-1 and x-2 so when we put 1,2 for x we will get 0so 1-10+a+b=0so a+b=98-40+2a+b=0so 2a+b=322a+b-a-b=32-9so a=2323+b=9 so b=-14

61869.

The diameter of a circular park is 140 m. Around it on the outside, a path having thewidth of 7 m is constructed. If the path has to be fenced from inside and outside at therate of 7 7 per metre, find its total cost.

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We have to find the inside distance and outside distance.for inside distance , radius = 140/2 =70 mlength of circumference =2π×radius =2×(22/7)×70 =440 mnow, outside distanceradius = 70 +7 = 77 mlength of circumference = 2π× radius = 2×(22/7)×77 = 484 mtotal length = 440 +484 =924 mcost = Rs 7× 924 = Rs 6468

61870.

of carpeting a room 15 m lon?!9200. Find the width of the room.7. The coston gith a carpet of width 75 cm at E 80 per metre is

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thank you so much 😃😄😁

61871.

x+9=20

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x+ 9 = 20=> x = 20 - 9=> x = 11.

PLEASE HIT THE LIKE BUTTON

x+ 9 = 20=> x = 20 - 9=> x = 11.

PLEASE HIT THE LIKE BUTTON

61872.

\operatorname { sin } ^ { 2 } ( \frac { \pi } { 18 } ) + \operatorname { sin } ^ { 2 } ( \frac { \pi } { 9 } ) + \operatorname { sin } ^ { 2 } ( \frac { 7 \pi } { 18 } ) + \operatorname { sin } ^ { 2 } ( \frac { 4 \pi } { 9 } )

Answer»

sin^2pi/18 + sin^2pi/9 + sin^27pi/18 + sin^24pi/9

=sin^2pi/18 + sin^27pi/18 + sin^2(pi/2-7pi/18) + sin^2(pi/2-pi/18)

=sin^2pi/18+ cos^2pi/18 + sin^27pi/18 + cos^27pi/18

1 +1

= 2

61873.

5. Each side of an equilateral triangle measures 8 cm. Find () the area ofthe triangle, correct to 2 places of decimal and (ii) the height of thetriangle, correct to 2 places of decimal. Take31.732.

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Tell me plc

Mundyaa j nhi dsna ta na dsss mintaa jiyaan kdai jnda

61874.

Q25. The radii of circular ends of a solid frustum of a cone are 33 and 27cm and its slant height is 10 cm. Find its total surface area.

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61875.

16. A rectangular plot of land is 50 m wide. The cost of fencing theR18 per metre is 24680. Find(1) the length of the plot.(i) the cost of leveling the plot at the rate of 7.6 per m2.

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Width of the the rectangular plot = 50m

Cost of fencing per metre = ₹ 18

Total cost of fencing = ₹ 4680

SOLUTION-----------------

Therefore ,

Distance covered in fencing =

=> 4680/18

=> 260 m

Perimeter of the rectangular plot =

=> Length + Breadth + Length + Breadth

=> 2 ( Length + Breadth )

Perimeter = 260 m ( solved above )

260 = 2 ( Lenght ( L ) + 50 )

=> 260 = 2L + 100

=> 2L = 260 - 100

=> 2L = 160

=> L = 160/2

=> Lenght = 80 m

ANS. The Lenght of the rectangular plot is 80 m .

61876.

15. Each side of an equilateral triangle measures 8 cm. Find (i) the area ofthe triangle, correct to 2 places of decimal and (ii) the height of thetriangle, correct to 2 places of decimal. Take31.732.

Answer»

plz write clean

61877.

) :l5 night.What is the cost of metal sheet required to prepare two cuboidal boxes ofdimensions 1 m x 50 cm x 1.5 m at the rate of ? 120 per m2?

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Surface area of cuboid box = 2(lxb) + 2(bxh) + 2(lxh)= 2(1x.5 + .5x1.2 + 1x1.5)= 2(.5 + .6 + 1.5)= 2(2.6)=5.2 m^2

Surface area for 2 box = 2 x 5. 2 = 10.4Cost of metal sheet = 10.4 x 120= Rs 1248

61878.

7. A bus stop is barricated from the remaining part of the road by using50 hollow cones made of recycled cardboard. Each one has a busediameter of 40 cm and height 1 m. If the outer side of each of the cunesis to be painted and the cost of painting is 25 per m2, what will bet:cost of painting all these cones? (Use -3.14 and 1.04 -1.02

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61879.

18{D](d)18. B किसी काम को जितने समय में करता है उसके 1/6 समय में A आधा काम करतयदि काम को पूरा करने के लिए दोनों की कुल 10 दिन लगाते हैं, तो B अकेला उसको कितने समय में करेगा?

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a correct answer is 2 days

61880.

10. A well14 m inside diameter is dug 15 m deep. Earth taken out is spread all around to a width of 7 m tofom an embankment Find the height of the embankmentan embankment. Find the height of the embankment.d 44 m wide was

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Here, a well is dug and Earth taken out of it is used to form an embankment.

Given:

Inner Diameter of the well= 14 m

Inner Radius of the well (r) = 14/2 m = 7 m

Height of the well(h) = 15 m

Volume of the earth taken out of the well = πr²h

= 22/ 7 ×(7)²×15

= 22× 7×15= 2310 m³

Width= 7m

Outer radius of the embankment R =inner radius + width

Outer radius (R)= 7 + 7 = 14m

The embankment is in the form of cylindrical shell, so area of embankment

Area of embankment = outer area - inner area

= πR² - πr² = π(R²-r²)

= (22/7) ( 14² - 7²)

= 22/7(196-49)

= 22/7 × 147

= 22 × 21

= 462 m²

Volume of embankment= volume of earth taken out on digging the well

Area of embankment × height of embankment= volume of earth dug out

Height of embankment= volume of earth dug out/area of the embankment

Height of the embankment = 2310 / 462

Height of embankment= 5 m

Hence, the height of the embankment so formed is 5 m

61881.

11. A well with 10 m inside diameter is dug 8.4 m deep. Earth taken out of it is spread all around itto a width of 7.5 m to form an embankment. Find the height of the embankment.

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thanku so mch

61882.

A well of diameter 14 m is due 15 m deep. The earth taken out of it has been spread evenly all around itin the shape of a circular ring of width 7 m to form an embankment. Find the height of the embankment(AP - 2017)

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The height of embankment is 60m

60 m is the height of embankment..

The height of the embankment is 60 m .

61883.

2, 5, 9,?, 20, 27(a) 161.(b) 18(c) 24(d) 14

Answer»

between every 2 terms.. the common difference is increasing by 1

in between 2 and 5 ... common difference is 3

in between 5 and 9 , the common difference is 4

so between 9 and other.. the common difference would be 5 so the missing term is 9+5 = 14.

option D

61884.

A well of diameter 3m ia dug 74 mThetcakon ou of it has been qproad evanilyall around it in dhe shape of a ng of width 4 m to form an ombankment. Find theheight of thc osbankmo

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61885.

x a-ba-b a + ba + b6060(a) a - b(c) -a(d) -b2x+1 x-4(b) a +218(a) 1(b) 1(d) 2x-ax-bx-c2

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61886.

H. Fill in the blanks1.2.073 luasdecimal places2. Radius of the circle with diameter 12 cm is2. 5004 g is same as4. Area of a pure of side 3 mis3. 2014 hours is same as6. 56 m 40 cm + 50 m 60 cm =

Answer»

1)Three2)63)84,44)9m²5)8:146)107,00

61887.

A cylindrical piller has a diameter of 56 cm and is of 35 m high. There are 16 pillars around the building. Find the cost of painting the curved surface area of all the pillars at the rate of 25.50 per m27. The dia

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61888.

in a cylinder radius 14 and height 10 cm find total surface area and curved surface area and volume in litre

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61889.

A well of diameter 3 m is dug 14 m deep. The earth taken out of it has been spread evenlyall around it in the shape of a circular ring of width 4 m to form an embankment. Find theheight of the embankment.

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1

2

3

4

61890.

A wellof diameter 3 m is dug 14 m deep. The earth taken out of it has been spread evenlyalt around it in the shape of a circular ring of width 4 m to form an embankment. Find theheight of the embankment.

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Height of the well = 14 mDiameter of the well = 3 mSo, Radius of the well = 3/2 mVolume of the earth taken out of the well=πr²h= 22/7*(3/2)²*14= 99 cu mOuter radius of the embankment = R = (3/2 + 4)m = 11/2 mArea of embankment = outer area - inner area⇒ = πR² -πr²= 22/7*[(11/2)² - (3/2)²]= 22/7*[(121/4) -(9/4)]= 22/7× 112/4= 88 m²Height of the embankment = Volume/Area= 99/88Height of the embankment = 1.125 m

61891.

A well with 10 m inside diameter is dug 14 m deep. Earth taken out of it and spread allaround toa width of 5 m to form an embankment. Find the height of the embankmentl boting d

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61892.

A well of diameter 3 m is dug 14 m deep. The earth taken out ofit has been spread evenlyall around it in the shape of a circular ring of width 4 m to form an embheight of the embankment.ankment. Find the

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61893.

11) x + y = 19a)-18c) I18d) -118b) 18

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x + y = 19if x = 1then 1 + y = 19y = 19 - 1 = 18

61894.

a)-18b) 18d)-118c) 118

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Answer :b) 18Given: x+y=19x=1Hence 1+y=19y=19-1=18

61895.

448π cm3 & height 7cm. Find its lateral surface area & total surfaceThe volume of a cylinder isarea.14footh must be dugout to sink a well 22.5 m dee and of diameter 77m?

Answer»

This is your correct answer

61896.

How much earth needs to be dug to makewell of height 7 m and diameter 2 m?

Answer»

Height = 7m and Diameter = 2m

Find Radius:

Radius = Diameter ÷ 2

Radius = 2 ÷ 2 = 1 m

Find volume:

Volume = πr²h

Volume = π(1)²(7) = 22 m³

61897.

il)diameter256 cmFind the diameter of the circle whose)Circumference is 308 cm(i) Area- 962.5 om

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61898.

form of a cylinder of diameter 2/2 m and height 3.5 m surmountedby a cone whose vertical angle is 90. Find total surface area of the top

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diagram plz

61899.

The total surface area of a solid hemisphere of a diameter 2 cm is equal to

Answer»

Total surface area of hemisphere=4πr^2now as diameter is 2cm hence radius is 1cmTotal surface area=4*π*1=4πcm^2

61900.

a well with 10 M inside diameter is dug 14 14m deep Earth taken out of it is spread all around to a width of 5m to form an embankment find the height of the embankment

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