Explore topic-wise InterviewSolutions in Current Affairs.

This section includes 7 InterviewSolutions, each offering curated multiple-choice questions to sharpen your Current Affairs knowledge and support exam preparation. Choose a topic below to get started.

1.

6Major SectorMajor SegmentEXERCISE - 4.5Draw a circle and name its centre, a radius, a diameter and arc.сB2.EIL3.Shade the regions in the circlei Sector with redAMinor segment with yellowSay 'True' or 'Falsei We can locate only one centre in a circlejsyjjsghwgii. Diameter is twice the radiusAn ats is a part of a circle(T(T(T​

Answer»

ANSWER:

__/\_/\_/\_❤_/\_/\_/\__

2.

In a class test , the sum of Shefali's marks in Mathematics and English is 30. Had she got 2 marks more in Mathematics and 3 marks less in English, the product of their marks would have been 210. Find her marks in the two subjects.​

Answer»

\huge\boxed{\fcolorbox{black}{pink}{Answer}}

REFER the ATTACHMENT....

3.

-. Two angles whose sum is 180° are called ------ angles.2. If the abscissa of a point is x and the ordinate is y, then are calledthe coordinates of the point.3. A coin is tossed 1000 times with the following frequencies. Head: 455Tail: 545. Compute the probability of each event.. Write the formula for finding the probability of an event.5. Write the coordinates of the origin.5. A point both of whose co ordinates are negative lie in the quadrant.7. Ordinates of all points on the x axis is -------B. In figure if I parallel to m, then find the value of x.​

Answer»

ANSWER:

  1. LINEAR pair
  2. True
  3. probability =outcomes event /NUMBER of events

=head =455/1000

=91/200

tail=545/1000

=109/200.

4.

X sinx By First derivative principal​

Answer»

ANSWER:

lol

Step-by-step EXPLANATION:

5.

F3x+7y=27, if y = 3 v​

Answer»

Answer:

STEP by step solution:

FRIEND here is solution .

f3x+7y=27

f3x+7y=27f3x+7×3 V = 27

f3x+7y=27f3x+7×3 v = 27f3x × 3V = 27-7=20

f3x+7y=27f3x+7×3 v = 27f3x × 3v = 27-7=20f3x×3v=20

thanks you

plzz like this

6.

Pls answer if u say nonsense u will report it and will block u pls fast it is needed​

Answer»

Answer:

In ∆PQR,

A and B are MIDPOINTS of PQ and PR RESPECTIVELY.

Therefore, as PER midpoint theorem,

AB||PS and AB=(1/2)PS

AB=1/2 × 25

AB=12.5cm

Step-by-step explanation:

Answer...Mark me brainliest and follow me

In the same WAY do all OTHERS

7.

Find the square roots of the following numbers by prime factorisation method . (I) 8836​

Answer»

Answer:

We KNOW that

SQUARE ROOT of 6241

It can be WRITTEN as

8836

= 2×2×47×47

So we get 2×47=94

Answer is 94

8.

5 cos A=4,find the value of 1- tan^2A/sec^2 A​

Answer»

<P>Answer:

{7/25)

Step-by-step explanation:

Let ABC is a RIGHT angle ∆.

cosA = (4/5) = (B/H)

.

.

as we know that :- (PBP/HHB)

and tanA = sinA/cosA

secA = 1/cosA

and by the HELP of Phythagorean theorem

(H²) = (P²) + (B²)

(5²) = (P²) + (4²)

(P²) = (25) - (16)

(P²) = 9

√(P²) = √9 = √(3x3)

so P = 3

so other tri. ratio is :- sinA = (P/H) = (3/5)

.

.

VALUE of :-

  • 1 - tan²A/ sec²A
  • {1 - (sin²A/cos²A) } / (1/cos²A)
  • {(cos²A - sin²A) / cos²A)} / (1/cos²A)
  • now TAKING common 1/cos²A from deno. and nume.
  • so we can get

(cos²A - sin²A)

  • now put the value of cosA and sinA
  • {(4/5)² - (3/5)²}
  • {16/25 - 9/25}
  • {16 - 9}/25
  • 7/25 (ans)
9.

Bbbbbbvugg dooeoiiyy ਮੈਂ yoyoyuofMLgp ਨਹੀਂ ਕੀਤਾ​

Answer»

Answer:

hi army GOOD morning have a great day

Step-by-step EXPLANATION:

I always PURPLE you forever DEAR

10.

What is the answer of 9x³+64 if we factorise​

Answer»

Answer:

PLEASE please FOLLOW me

Step-by-step explanation:

(3X ^2+8 ) (3x +8)

11.

an isosceles triangle has perimeter 30cm and each of the equal sides is 12cm. find the area of triangle.​

Answer»

☆ Solution ☆

Given :-

An ISOSCELES triangle has perimeter 30cm and each of the equal sides is 12 cm.

To Find :-

The area of the triangle.

Step-by-Step-Explaination :-

Let the third side be x

So,

12 + 12 + x = 30

24 + x = 30

x = 30 - 24

x = 6

Hence,

The length of the third side is 6 cm.

Now,

The semi perimeter of the isosceles triangle (s) = 30/2 cm = 15 cm

By using Heron's Formula,

As we know that :-

Area of triangle = √ s ( s - a ) ( s - b ) ( s- c )

Putting the respective value,

√ 15 ( 15 - 12 ) ( 15 - 12 ) ( 15 - 6 ) cm²

√ 15 × 3 × 3 × 9 cm²

9 √ 15 cm²

Hence Solved !

12.

Sin-1x+sin-1 1\x+cos-1x+cos-1 1/x is equal to​

Answer»

ANSWER:

The given equation is

sin

−1

x+sin

−1

(1−x)=COS

−1

x

⇒sin

−1

x+sin

−1

(1−x)=

2

π

−sin

−1

x

⇒sin

−1

(1−x)=

2

π

−2sin

−1

x ...... (i)

Let sin

−1

x=y

⇒x=siny

Therefore, from (i), we get

sin

−1

(1−x)=

2

π

−2y

⇒1−x=sin(

2

π

−2y)

⇒1−x=cos2y

⇒1−x=1−2sin

2

y

⇒1−x=1−2x

2

⇒2x

2

−x=0

⇒x(2x−1)=0

⇒x=0,

2

1

SINCE, both these values SATISFY the given equation.

13.

AND BLIND(u What do the parents gain by letting their children watch television ?​

Answer»

hii mate

PARENTS GETS PEACE of mind by LETTING their children watch TV for some time as the children would not cause disturbance to parents while watching the television

14.

12. 12 12. 12 12. 12+12. 12​

Answer»

Answer:

144*4=576

Step-by-step explanation:

144+144+144+144=576

ok

hope it HELPS you

15.

AB is a line segment and line l is its perpendicular bisector. If a point P lies on l,show that P is equidistant from A and B​

Answer»

ANSWER:

HEY MATE HAPPY Diwali

Step-by-step EXPLANATION:

..

16.

$600 yields $72 in 4 ​

Answer»

Step-by-step EXPLANATION:

FI dite HAY swadhin mukto hridayer dhormke SAB samay amar mone hay na TOBE amar mone hay na tobe

17.

What is the number 4 is subtracted from the sum of 4 and 7 multiplied by one fourth of 20 ​

Answer»

Answer:

x=96

PREMISES

1/4x-4=20

CALCULATIONS

1/4x-4=20

4[(1/4)x-4=20] (Sometimes eliminate FRACTION(s) to simplify OPERATIONS)

x-16=80

x-(16–16)=80+16

x-0=96

x=

96

PROOF

If x=96, then the INVERSE of the expression 1/4x-4=20 returns

x=(20+4)4

96=24×4 and

96=96 ESTABLISHES the root (zero) x=96 of the expression 1/4x-4=20 in the premises

18.

Find the area of a triangle whose side are 35cm , 45cm amd 50cm [hint : use heron's formula]​

Answer»

ANSWER:

Triangle

Solve for area

A=hbb

2

b BASE

35

cm

hb HEIGHT

ENTER value

cm

19.

A day without internet essay ​

Answer»

Answer:

\huge\boxed{\fcolorbox{purple}{orange}{ANSWER:-}}

Once upon a long time ago, the people of the world went about their days without smartphones and no Internet. They couldn’t share their thoughts on Twitter, pictures of their lunch on Instagram or their dental appointment as their “STATUS” on Facebook. They couldn’t even argue with complete strangers in the comment section of an online newspaper or beneath their favourite Youtube VIDEOS! They had to settle for simply catching up with old friends, without being able to instantly share the memory with everyone it would matter to, on Whatsapp and Facebook. Their lives, in other words, were barely worth living.

As much as the previous paragraph is an attempt at humour, many of us would almost agree with the sentiment in the final sentence! Some of my younger readers might well have imagined my words read aloud in an almost comical old man voice. If only because, a world such as the one I described must seem barely conceivable to someone who has only known one in which the internet exists.

So LET me imagine what a day without the Internet would be like, for me. For starters, my online ‘News Feed’ that accompanies my morning cup of freshly brewed South Indian coffee would have to be replaced with the print edition of a newspaper. Having become so accustomed to instantly accessing news from varied perspectives, I wonder if my cravings would be satisfied by just the one source! I must admit I would feel a little deprived of this simple pleasure, without the Internet. To be honest, if there was a particular developing story I had been following on the internet, I would probably END up looking for a print edition of that newspaper, to satisfy my curiosity. At the same time, I also realize how entitled it is to consider having ‘just one newspaper’ as being deprived!

I feel that there are two clear and distinct types of reactions people have, when it comes to a day without Internet connectivity. One can either feel completely LOST and restless, as if one is being denied a basic right, or one can feel liberated from being constantly available to others, whether one likes it or not. In common with most other people, I have been on both ends of that spectrum. As a father whose child has left the family home in the pursuit of an education, the reassurance of being within easy reach and able to share in adventures and memories – even when I am at a physically remote location – is priceless. On the other hand, there are certainly instances when being constantly available can feel intrusive.

So what does a day without the Internet feel like? Well, clearly it is both limiting and liberating. Losing access to more serious and consequential conveniences aside, it is certainly the case that a short break from the Internet can make one feel relaxed and in the moment. Nevertheless, being able to coordinate with colleagues, communicate with a loved one, make travel plans on an impulse or look up the recipe for a favourite childhood indulgence, at the drop of a hat, is an amazing ability to have at one’s fingertips. I suppose the key is moderation. I know we live in an age in which moderation is old fashioned, but sometimes I find myself hoping that, like the countless recycled trends of yesteryear, it too makes a reappearance in our lives. I am just as hooked to the convenience, inspiration, amusement and distractions that the Internet brings into our lives as the rest of us, but it is probably wise to take the occasional break from being constantly ‘plugged-in’ as well.

20.

The diagonal of the square of side 10cm is​

Answer»

Answer:

Answer. when we drawdiagonal right ANGLE triangle will form,so we have to APPLY Pythagoras THEORAM in that triangle. DIAGONAL of square is 10√2 CM.

21.

Find the area of quadrilaterla whose vertices are (1,2) (3,4) (5,-2) and (4,-7)​

Answer»

ANSWER:

Step-by-step EXPLANATION:

22.

Prove de morgan's law using tables​

Answer»

ANSWER:

Answer

in the picture

GOOD MORNING have a good DAY

23.

the sum of the digit of a 2 digit number is 10. the number obtained by interchanging the digits exceeds the original number by 36 . find the original number .​

Answer»

original number=XY

their SUM, x+y=10...........(1)

on interchanging the number

(10y+x)=(10x+y)+36

9y-9x=36

y-x=4........................(2)

ADDING (1) & (2) we get

2y=14

y=7

putting the value of y in (1) we get

x=3

the original number is xy i.e. 37

HOPING THIS WILL HELP YOU PLZ MARK AS BRAINLIEST AND FOLLOW ME

24.

IF A SPHERE OF 2r HAS THE SAME VOLUME AS THAT OF A CONE WITH A CIRCULAR BASE OF RADIUS r THEN THE HEIGHT OF THE CONE IS

Answer»

HOPING THIS WILL HELP YOU PLZ MARK AS BRAINLIEST AND FOLLOW ME

25.

If a=4xy, b=3xy and c=6xythe value ab by c =

Answer»

Step-by-step EXPLANATION:

a b

c

= (4xy)(3xy) / 6XY

= 12x²y²/ 6xy

= 2xy

26.

2. If the zeroes of the quadratic polynomialr2 + (a + 1)x + b are 2 and –3, then :(A) a = -7, b = -1 (B) a = 5, b = -1(C) a = 2, b = -6 (D) a = 0, b = -6​

Answer»

ANSWER:

ZEROS MEANS U ahve to do -b/a

27.

Riley finds a recipe for bubble solution that uses 1 cup water, 1 ··4 cup dish soap, and 1 tablespoon corn syrup. She uses 2 cups of dish soap. How much water should she use? Show your work

Answer»

ANSWER:

IDK.......

Step-by-step EXPLANATION:

...................................................

28.

Anybody is preparing of RIMC​

Answer»

HEY friend I am Preparing for RIMC Dec 2020.

My NAME is D.Kamal from Telangana.

Can you TELL your name in the CHAT?

29.

Q.9) In a class A of 25 students, 20 passedwith 60% or more marks ; in another class B of 30 students 24 passed with 60% or more marks.in which class was a greater fraction of students getting with 60% or more marks?​

Answer»

SEE THE ATTACHMENT REFER ..........

30.

(5+13) ÷3please tell me fast⚡⚡⚡⚡​

Answer»

(5+13)÷3

= 18÷3

= 6

please MARK my ANSWER as BRAINLIEST ✌️✌️✌️✌️✌️✌️✌️

31.

Express 12.325 bar in the pq form​

Answer»

ANSWER:

ty

bb

Step-by-step EXPLANATION:

uudowgrhqi8eheb1jow9heb2nwlozubenwlpshcn4

32.

Choose the right syntaxout of the following ​

Answer»

Step-by-step explanation:

The DIFFERENCE between CENTRIPETAL and CENTRIFUGAL force has to do with different 'frames of reference,' that is, different viewpoints from which you measure something," said Andrew A. Ganse, a research physicist at the University of Washington. "Centripetal force and centrifugal force are REALLY the exact same force, just in opposite directions because they're experienced from different frames of reference."

If you are observing a rotating system from the outside, you see an inward centripetal force acting to constrain the rotating body to a circular path. However, if you are PART of the rotating system, you experience an apparent centrifugal force pushing you away from the center of the circle, even though what you are actually feeling is the inward centripetal force that is keeping you from literally going off on a tangent.

33.

Sub-math---al friends answer me plzzzzzz

Answer»

make

me

b

then

I

will

answer

complesary

34.

Add( 2x+3)+ ( (3x -7) + (2x -3y) ​

Answer»

ANSWER:

(2x + 3) + (3x - 7) + (2x - 3y) \\  \\  = 2x + 3 + 3x - 7 + 2x - 3y \\  \\  = 2x + 3x + 2x + 3 -  7- 3y \\  \\ = 7x - 4 - 3y  \\

# KEEP SMILING ☺

35.

Which of the following equation is quadratic ?(m + 2) (m + 3) = 0​

Answer»

ANSWER:

uvububunononjbubibibi K kbibijinobi

36.

1. In a shop, same number of biscuits are there in each packet as the number ofpacket of biscuits. There are total 2304 biscuits in the shop then how many packets of biscuits are there in the shop? (3) 2. The area of a square garden is 2025 sq.cm. What is the length of the side of square? ​

Answer»

Answer:

The area of a square FIELD=2025sq.m

The SIDE of the square field=Area=2025=45m

The side of the field including the path=45+(3.5+3.5)=52m

∴ The area of the field including the path=52×52=2704m²

∴ Area of the path=(2704−2025)m2=679m2

37.

How many circles can be form by a given point p??​

Answer»

Answer:

bro PLS the GIVE the figure

Step-by-step EXPLANATION:

pls mark me as brainliest

38.

> GAUSS Elimination METHOD​

Answer»

ANSWER:

PLEASE MARK me BRAINLIEST

39.

Define event with a example​

Answer»

ANSWER:

The definition of an EVENT is something that takes place. An example of an event is the prom dance for a high SCHOOL. Event is defined as a particular contest which is PART of a program of contests. An example of an event is the LONG jump at a school's field day.

40.

In a quadrilateral ABD AB=5, BC=3, CD=6, FIND THE FOURTH SIDE?? ​

Answer»

Draw a LINE segment AB = 6cm.

⇒ With B as a center and radius BC = 4cm, draw an arc.

⇒ With A as a center and radius AC = 8cm, draw an arc intersecting the previous arc at point C.

⇒ Again take B as a center and radius BD = 7cm, draw an arc.

⇒ With C as a center and radius CD = 7cm, draw an arc intersecting the previous arc at point D.

⇒ JOIN AC, BC, BD, CD and AD.

Thus, ABCD is a required quadrilateral.

41.

Dhananjay sold his motercycle to Nilash at a loss of 28%. Nilash spend rs 1680on it's repair and sold it to Nitin for rs 35910making a profit of 12.5%. Find the cost of motercycle for Dhananjay.​

Answer»

Answer:

Rs.42000

Step-by-step explanation:

SP for Nilash = Rs.35910

Profit = 12.5%

=> (100+12.5)% of C.P. = 35910

=> 112.5% of C.P. = 35910

=> 1125/1000 × C.P. = 35910

=> C.P. for Nilash = Rs.31920

Overhead charges = Rs.1680

Hence, INITIAL CP for Nilash = Rs.(31920-1680) = Rs.30240

SP for Dhananjay = Rs.30240

Loss = 28%

=> (100-28)% of C.P. = 30240

=> 72% of C.P. = 30240

=> 72/100 × C.P. = 30240

=> C.P. = Rs.42000

42.

Evaluate: sec2 45 cot2 30 − 1 + cosec2 45 tan2 60 +1

Answer»

mmmm.mm

behshvwhgagqhgwhwfwgjwvsv

43.

Unit 2 Performance Task (9th grade math) Bad answers will be reported and best answer will get brainliest. You could win 20 points.-Find a literal equation that relates at least three variables. -Write a real-world problem that asks about the value of a variable that is not the same as the one isolated in the original formula. -Use the techniques of solving literal equations to isolate the new variable. -Evaluate your new formula at least three times within the context and judge its reasonableness.

Answer»

If the longer SIDE is 30 metres more than the shorter side, find the sides of the field. Let the shorter side be X. Therefore, the diagonal = x + 60 & the longer side = x + 30. SINCE LENGTH can't be negative, therefore, the shorter side is 90M & the longer side is 120m.

44.

If a+b+c=2s, then find the value of (s-a)^3+(s-b)^3+3(s-a)(s-b)c​

Answer»

Answer:

a=2

b=2

c=2

then

Step-by-step EXPLANATION:

(s-2)^3+ (s-2)^3+3(s-2)(s-2)2

now CANCEL all the s

so remains

2×3 + 2×3+3,+2+2+2

6+9+6

21

Ans is 21.

45.

Simplyfy the following : -7/27+11/18​

Answer»

Answer:

19/54

Step-by-step EXPLANATION:

PLEASE MAKE it BRAINLIEST

46.

এ্যাসাইনমেন্ট/নির্ধারিতকাজ রএকজন ব্যক্তি সরকারের গৃহীত তথ্য ও যােগাযােগ ভিত্তিক সেবা থেকেকীভাবে সহযােগিতা পেতে পারেন? বিষয়টির একটি শিরােনাম দিয়ে(২৫০ শব্দের মধ্যে) একটি প্রবন্ধ লিখ।[প্রবন্ধে যা যা থাকবে-ভূমিকাসেবাসমূহের তালিকাডিজিটাল বাংলাদেশ ও প্রযুক্তিভিত্তিক সেবাপ্রযুক্তিভিত্তিক সেবার গুরুত্বউপসংহার ]কর​

Answer»

Answer:

SORRY don't KNOW the answer

pls MARK as brainliest

47.

Find the value of13+1 23 +1 3+11+1 2+1 3+1++253 +125 +1+...... +​

Answer»

ANSWER:

...... 12344.....

..........

48.

If x-3= (2x-6)/2 , then the value of ""x"" will be"see​

Answer»

ANSWER:

Step-by-step explanation:

2  

x−3

 

​  

=16

Squaring both sides,

2  

x−3

=256⇒2  

x−3

=2  

8

 

⇒x−3=8

∴x=11.

49.

Define additive identity and multipla active identity m with examples​

Answer»

Answer:

It is TRUE if the number being MULTIPLIED is 1 itself. The multiplicative identity property is REPRESENTED as: a ~\times~ 1 = a = 1 ~\times~ a (a is any real number) Some examples: -1 ~+~ 0 = -1 (-1 here is the number on which the OPERATION is carried out and “0” is additive identity.

50.

The length of a rectangle is greater than the breadth by 18 cm. If both length andbreadth are increased by 6 cm, then area increases by 168 cm2. Find the lengthand breadth of the rectangle.​

Answer»

Let the breadth of the rectangle be x.

Then the length of the rectangle will be greater than the breadth by 18cm = (x+18) cm.

We know that Area of the rectangle = l * b

= x * (x + 18)

= x^2 + 18x ------------- (1)

Given that breadth of the rectangle is increased by 6cm. = (x+6)cm.

Then the length of the rectangle = (x + 6 + 18)

= (x + 24).

Now the area of the rectangle = (x + 6)(x + 24)

= x^2 + 24X + 6x + 144

= x^2 + 30X + 144 ------------ (2)

On solving (1) and (2) with the increased area by 168cm^2.

x^2 + 18x + 168 = x^2 + 30x + 144

18x + 168 = 30x + 144

12x = 24

x = 2.

If the breadth is 2cm Then the length will be (2 + 18) = 20CM.

Therefore the length = 20cm and the breadth = 2cm.

HOPING THIS WILL HELP YOU PLZ MARK AS BRAINLIEST AND FOLLOW ME