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.

(b) -5a from -2a0.

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-7a is a right answerbecause -5a from-2a-2a-5a is -7a.

-2a from -5a= -2a - -5a=-5a - -2a=-5a +2a=5a- 2a= -3a answer

7a is the right answer

-5a from-2a -2a-(-5a)-2a+5a=+3a

-2a+5a3a is the correct answer of the given question

-7 is right answer because -2a-5a=-7

2.

5 6 31(ivand B2 3 2-3 2 8then find solution of the matrix equation 3(X B)+5A 0. Where 0 is null (zero) metrix of order2 x 3.

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3.

Is un and HF of the saintsdes, and wenify Dat hem,Dudent on mumbo396 and 910 30

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4.

9. A ................. shows the directions10. To know the actual distance, we use the .............. of a map.

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1. Map shows the directions.2. This is a “romer” that measures distance on the map using the right scale

5.

2 Tet x be a rational number and y be an irrational number. Is x+ynecessarily an irrational number? Give an example in support of youranswer(2010, 14)

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Rational Number are those numbers which can be expressed in the form p/q where q is not equal to 0 and p and q belongs to integers a rational number can be expressed in the form of decimal too.

Say x = 2and y = 3

It clearly states that x+y =5 ( Product is not following the definition of Rational numbers )Proving that x+y is an irrational number.

Rational means number between two integer say x and y are 2 and 3 respectively.

=1/2(2+3)=5/2 or 2.5 ( Rational number of x and y we get which follow the definition of Rational number )

6.

Findthe value or wowo 09LJ0-000009 = ?

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root(900)+root(0.09)-root(0.000009)=30+0.3-0.003=30.297

7.

71n60°Findthe value of P

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The value of P is ....

assume a line parallel to both the lines..

then upper part of angle P will be 180-120 = 60° ( adjace angles )

and the lower part of angle P will be = 60° ( alternate interior angle.

so angle P = 60+60 = 120°

8.

If 8xy27 and 5x +8y 66, thenfindthe value of(x+y).

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what is the ratio of 1m to 1cm

9.

11. (a) In the given figre LMNintersects at RIL = 90°,LN-450 and LM-900Findthe value of ZLRN, ZPRM and Lp.(OR) N

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LRN IS EQUAL TO 90 P IS 45 PRM IS 90

10.

ir 21:1-B-l,'If 2then findthe value ofaandb.5a][0 1]L10 5

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11.

11. The mean of 8, 9, 12, x, 13 and 18 is 14, findthe value of x.

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Mean=8+9+12+x+13+18/6=1460+x/6=1460+x=14×660+x=84x=84-60x=24

12.

5 If Zeba were younger by 5 years than what she really is, then the square of teage (in years) would have been 11 more than five times her actual age. Whaher age now?

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13.

sin2 450 -cosec2 60° +sec2 30

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Thanks

14.

(A) sec2 A

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the answer is. 1-(tanA*tanA)

15.

Evaluate sin 60° +cos30°.

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sin(60°) + cos(30)√3/2 + √3/22√3/2√3

16.

Evaluate: 2tan2 45° + cos 30 -sin2 60°

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tan45° = 1so2+3/4-3/4= 2as cos30° = sin 60° = √3/2please like the solution 👍 ✔️

17.

ts avca192

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18.

12 Find 1-cos 20

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cos(2x) = cos^2x - sin^2x sin(2x) = 2sinxcosx tanx = sinx/cosx

Proving: = (1 - cos(2x)) / sin(2x) = (1 - (cos^2x - sin^2x)) / 2sinxcosx = (1 - cos^2x + sin^2x) / 2sinxcosx = (sin^2x + sin^2x) / 2sinxcosx = 2sin^2x / 2sinxcosx = sinx/cosx = tanx

Like my answer if you find it useful!

19.

12. Find x such that:

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Using laws of indicesa^m*a^n=a^m+nhence(7/4)^-3-3=(7/4)^2x-2hence-6=2x-22x=-4X=-2

20.

12. Find the missing number in the circle -31011112007Answer:

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4 is the right answer but not sure

answer willl be 0 sure because if you add all the digits in one diagonal the sum will be 25

4 is the right answer but not sure

13 is the right answer

21.

cosec29-sec2 θ .raven that tan θ1, the value of cosec?a+sec2-5cosec2θ + sec 2 θ

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22.

evaluate sec2 60° + sec 0°

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sec 60= 1/cos60 =1/1/2 =2sec 0= 1/cos 0=1/1=1sec^60+ sec 0= 2^2 +1 =5

23.

Q.34(sec" A-sec2 A)-?

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secA^2(secA^2-1)secA^2tanA^2

24.

Prove that Sec2 θ+ Coser θ24Sec" θ+ Cosec

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f(x)=sec^2x+cosec^2x=(1/cos^2x)+(1/sin^2x)

=(sin^2x+cos^2x)/(sin^2x.con^2x)=1/(sin^2x.cos^2x)

=1/(sinx.cosx)^2

=4/sin2x

sin2x<=1 => f(x)>=4

pls write on paper

25.

he monthly salary of a typist is2. Ta The excise duty on a certain item has b15625 . If he gets an increase of 12%, find his new salary.

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26.

ut duty on that item.96% of the cost of a TV is10464 . What is its total cost?

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27.

19.Find the middle term of the AP 6, 13, 20,[CBSE 2015]216.

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28.

TITLEDATE

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ISOMETRIC DESIGNis it right

ISOMETRIC DESIGN is the right answer

isometric design is the correct answere

Isometric design is the best answer.

29.

34. Prove that: secsec2tantan2 e,CBSE 2015]

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sec⁴theta-sec²thetasec²theta(sec²theta - 1) = (1+tan²theta){(1+tan²theta) - 1}= (1+tan²theta)(tan²theta) = tan²theta + tan⁴theta⁴sec⁴theta - sec²theta = tan²theta + tan⁴thetaproved.

30.

6. Draw a triangle ABC with side BC= 7 cmB = 45°, ZA= 105. Then, construct aCan we say thSince, OQ is atriangle whose sides aretimes the corresponding sides of A ABC.PR is also at1natteinngle in which the idee father than hypotenuse) are of lengths 4 cm and

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yes this is a correct answer

Yes this is correct answer

31.

What is the snake trying to escape from?

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Ans :- The snake feels like it is in danger is and it trying to escape from the stick.

32.

3, Draw an obtuse angled Δ ST(iii) (aDraw its medians and show the centroidtiudes ond denote the orthocentre

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First of all let me tell you an angle is said to be obtuse if it is greater than 90 and is called acute if it is lesser than 90.

Now we can call a triangle is obtuse angled if it has any one of its three interior angle as an obtuse angle.

The steps for construction is very easy first of all you have to draw a horizontal line of arbitrary length.

Secondly with the help of protractor you have to draw any obtuse angle, i.e. more than 90 degree at one side of the line. On the other side of the line draw an acute angle.

Extending both the lines you can find they meet at some point say C, which is again an acute angle.

33.

1. Is it true to say that area of a square inscribed in acircle of diameter p cm is p^2 cm^2? Why?

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thanks

34.

8.Draw a circle with centre O and radius 3 cm. Draw a sector having an angle of 54

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35.

SUCIIf a car has 4 wheels how many wheels do 5 carsh

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So ,5 cars have = 5×4 = 20 wheels .

1 car= 1×4 = 4 wheels5 car= 5×4 = 20 wheelsthis is a correct answer

5×4 =20 is the correct answer

20 is the correct answer of the given question

20 is the right answer

one car has 4 wheelsso 5 cars have = 5×4 = 20 wheels.

If a car has 4 wheelso,5 cars have =5x4=20 wheels. Please like..

If one car has two wheels .Thus,five cars have wheels =(5×4)=20Ans:- Five cars have 20 wheels.

1 car has 4 wheelsso 5 cars have 5×4 = 20 wheels

if 1 car = 4 wheels so in 5 car = 5×4 =20

36.

6. The ratio of the radii of two wheels is 3 : 4. What is the ratio of their circumferences?7, A wire is in the form of a cirl of sodi

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37.

26. A truck has 6 wheels. How many wheels do 8 trucks have?

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48 wheels have 8 truck

23 whellsgghjk Kya kr

wheels in a truck = 6 wheelswheels in 8trucks = 8*6so, it's 48 ANS. =wheels in 8truck =48

48 wheels Mom 👩 Mom dad 👨

48 wheels long trucks 30

to find the no. of wheels of 8trucks...no. of wheels in a truck=6so no.of wheels in 8trucks=8×6

hence,no.of wheels in 8 trucks =48 wheels

48 wheels is the answer of your question

48 is the right answer

no of trucks=8no of wheels =6total wheels=6*8 =48

38.

) Find the Characteristic of 3765:

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3765no. of digits in 3765,n=4

Characteristic = (n-1) = (4-1) = 3

39.

216 -32+ 76-20दर्तिनिोंot थी

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Simplication:

21b - 32 + 7b - 20b

(21b + 7b - 20b) - 32

(28b - 20b) - 32

8b - 32

40.

In what kind of organisation is divisional structure more suitable and why

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41.

3. Draw a circle of any radius, say 6 cm. Draw anytwo of its diameters. Join the ends of thesediameters. What figure do you obtain? What figureis obtained if the diameters are perpendicular toeach other

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thanks

42.

3. Draw a circle and any two of its diameters. If you join the ends of these diameterswhat is the figure obtained? What figure is obtained if the diameters areperpendicular to each other? How do you check your answer?

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43.

(3 Draw a circle and any two of its diameters. If you join the ends of these diameterswhat is the figure obtained? What figure is obtained if the diameters areperpendicular to each other? How do you check your answer?

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44.

Show that if two chords of a circle bisects each other they must be diameters of the circle.

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Let AB and CD be two chords intersecting at point O. Join AC and BD.NowΔAOC≈ΔBOD⇒AC=BD⇒∧AC =∧ BD-----------(1)Now,ΔAOD≈ΔBOC⇒AD=BC⇒∧AD=∧BC--------(2)

(1)+(2)⇔∧AC+∧AD =∧BD+∧BC⇒ ANGLE "CAD"= ANGLE "CBD"Then CD divides the circle into two equal parts thus CD is a diameterSimilarly AB is also the diameter and they both meet at point OThus they bisect each other

45.

s Find ZOPQ and ZROS.In the figure PR and QS are two diameters. Is PQ RS?

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As PR and QS are diameter

PR = QSSo, PO = OR ....(1)OQ = SO ......(2)

Now in ∆POQ and ∆ SORPO = OR .... by (1)

OQ = SO .... by (2)

angle POQ = angle SOR ( vertically opposite angle)

By SAS rule ∆POQ and ∆ SOR are congurent so by CPCT PQ = SR.

Yes

46.

less stuted otherwise, take T-7し그ches eath ofvolume 64 cm3 are joined end to end. Find the surface area of the

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Galat hai

Ye shi ams

47.

ll eath wack tor tms purposeINCERTAny contingent of 616 members is to march behind an army band of 32 mermbers in aparade. The two groups are to march in the same number of columns. What is themaximum number of columns in which they can march?INCERT

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Maximum number of columns which is common to both the groups = HCF (616, 32)

HCF (616, 32)

616 = (32 x 19) + 8

32 = (8 x 4) + 0

Remainder in this case is zero.

∴ HCF (616, 32) = 8

Hence, the maximum number of columns = 8.

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48.

Espress+))a a polynomial in+D as a polynomial in x

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wrong.

49.

(e)Bank is aorganisation.

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Bank is a financial organization

50.

\left. \begin{array} { r r } { 0 - 10 } &amp; { 10 - 20 } &amp; { 20 - 3030 - 40 } &amp; { 40 - 50 } \\ { 5 } &amp; { 10 } &amp; { 40 } &amp; { 20 } &amp; { 25 } \end{array} \right.

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