Explore topic-wise InterviewSolutions in Current Affairs.

2xy-5z+3y^2+xy+z-3=3xy-4z+3y^2-3

2xy-5z+3y^2+xy+z-3=3xy-4z+3y^2-3

Tq

tabular form of data. properly displayed

Radius of top of the bucket ( R ) = 15 cm.

Radius of bottom of the bucket ( r ) = 5 cm.

And

Height of the bucket ( H ) = 24 cm.

Therefore,

Slant Height ( L ) = √ ( H )² + ( R - r )²

=> ✓ ( 24)² + ( 15 - 5 )²

=> √576 + (10)²

=> √ 576 + 100

=> √676

=> 26 cm.

• Curved Surface area of bucket = πL ( R + r ) cm².

=> 22/7 × 26 ( 15 + 5 ) cm².

=> ( 22 × 26 ) × 20 / 7 cm².

=> ( 22 × 26 × 20 ) / 7 cm².

=> 1634.28 cm².

Radius of top of the bucket ( R ) = 15 cm.

Radius of bottom of the bucket ( r ) = 5 cm.

And

Height of the bucket ( H ) = 24 cm.

Therefore,

Slant Height ( L ) = √ ( H )² + ( R - r )²

=> ✓ ( 24)² + ( 15 - 5 )²

=> √576 + (10)²

=> √ 576 + 100

=> √676

=> 26 cm.

• Curved Surface area of bucket = πL ( R + r ) cm².

=> 22/7 × 26 ( 15 + 5 ) cm².

=> ( 22 × 26 ) × 20 / 7 cm².

=> ( 22 × 26 × 20 ) / 7 cm².

=> 1634.28 cm².

We know, volume of a cuboid = l×b×hvolume = 44×21×12 = 11,088 cm³

Now, volume of cone = 1/3(πr²h) 11,088 = 1/3(π×r×r×24)11,088 = πr²×8πr²= 1386r² = (1386×7)/22r² = 441r = 21 cm

Therefore, radius of its base is 21cm.

a=3d=6-3=9-6=3Tn=a+(n-1)d159=3+(n-1)*3156=(n-1)*3n-1=52n=53

two rational numbers between 3 and 43.5,3.6

4 rupee= 400 paise= 80/400= 8/40= 1/51:5

Length = 6.4 cmRatio is 5:3So length will be 4 and 2.4.

Industrial Revolution in England and the economic policy of the East India Company jointly closed the markets for Indian handicrafts. In England machines went for large scale productions and those machine products were cheap and colorful. Not only markets but also the British Government as well as manufacturers encouraged the supply of their machine products to European markets.

As a result, the British machine-products entered into unfair competition with Indian products. Handicrafts of India could not sustain the pressure of the competition with cheaper machine goods. Thus, those were driven out of European markets. Further, the British trade policy proved extremely fatal for Indian handicrafts. In 1813, trade monopoly was abolished and one way free trade policy was imposed on India. By this policy the British machine products were imported to India freely and the export of Indian goods to England was discouraged by imposition of heavy duties on those products.

The Industrial Revolution closed foreign markets for Indian goods and British trade policy closed domestic market for Indian products. Once the markets were closed demand for Indian products declined suddenly and production stopped. It resulted in making the artisans and craftsman jobless and handicraft industries were closed down.

3xane 3x no sarvalo kari nakh pachi 6 na ched ma 4 ched udadi

9)2(0.2 0 20 18

3)2(0.6 0 20 18 21)8(0.3 0 80 633|2, 21|8 ,9|2

2/9=0.222/3=0.678/21=0.38so in descending order 2/3,8/21,2/9

63240613>54796203>5125648>4675238>58962

I already solved ir

thanks

3/4=0.75 11/8=1.37 9/16=0.5625 33/16=2.0625so in descending order33/16,11/8,3/4,9/16

Let son 's current age is x andfather 's current age is y.

Where does the(y-x) term come from? Well, it says 'when the son will be as old as the father is today, which means that the son has to age a certain amount of years. How many years does he have to age? The difference between his current age and his father 's current age.

For example, if the son was 10 and the father was 40, it would take the son 30 years (or y-x = 40-10) to reach his current age. In the meantime, the father would age the same amount (y - x = 40 - 10 = 30 years).

[Father 's new age] + [Son 's new age] = 126

[y+(y-x)] + [(x + (y-x))] = 126

⇒2y - x + y = 126

∴3y - x = 126 ----------(1)

[Father 's previous age] + [Son 's previous age] = 38

⇒[y - (y-x)] + [x - (y-x)] = 38

⇒x + x - y + x = 38

⇒3x - y = 38

∴y = 3x - 38 -----------(2)

Now sub equ(2) into equation 1

⇒3(3x-38) - x = 126

⇒9x - 114 - x = 126

⇒8x = 240

∴x = 30

Nowy = 3x - 38

⇒y = 3(30) - 38

∴y = 52

The son is 30 years old, and the father is 52 years old.

Letthepresentageofson=xandpresentageoffather=yNow,differenceintheirages=(y−x)yrsAccordingtofirstcondition,[x(y−x)]+[y(y−x)]=126⇒3y−x=126....(1)Accordingtosecondcondition,[y+(x−y)]+[x+(x−y)]=38⇒−y+3x=38....(2)multiply(2)by3,weget−3y+9x=114....(3)Adding(1)and(3),weget8x=240⇒x=30Now,from(1),wegety=52So,presentageoffather=52yrspresentageofson=30yrs

7

5

length of a rectangle exceeds its breadth by 5 cm if the perimeter of the rectangle is 90 metre find its length and breadth

(2x+3y)^2=644x^2+9y^2+12xy=644x^2+9y^2+24=64so 4x^2+9y^2=40

thnx

Let the consecutive multiples of 3 be x and x+3respectively.then,x+(x+3)=4152x+3=4152x=415-32x=412x=412/2=206

so, the numbers are 206 and 209 respectively.

Let the consecutive multiples of 3 be x and x+3respectively.then,x+(x+3)=4152x+3=4152x=415-32x=412x=412/2=206

so, the numbers are 206 and 209 respectively

as angles are in linear pair so sum of them is 180x+2x+3x= 1806x= 180x= 30therefore angles are, 30, 60, 90