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.

4 , Write the coefficient of x³ of the given.

Answer» COEFFICIENT of x³ is 0
2.

2x²+5 , Write the coefficient of x³ of the given.

Answer» LET P(X) = 2x²+5

= 0×x³ + 2x²+ 5

Coefficient of x³ in p(x)

= NUMERICAL FACTOR of x³

= 0

••••
3.

-2/3*x³ , Write the coefficient of x³ of the given.

Answer»

Dear FRIEND,
Coefficient is the number or constant that is PLACED before any variable in the FORM of multiplication.
So, the coefficient of x³ here is -2/3.
Hope it HELPS you!!

4.

/2*x³+x , Write the coefficient of x³ of the given.

Answer» LET P(X) = 2x³ + x

Coefficient of x³ in p(x)

= NUMERICAL FACTOR of x³

= 2

••••
5.

2x³+5 , Write the coefficient of x³ of the given.

Answer» COEFFICIENT of x³ is 2
6.

√2x³+5 , Write the coefficient of x³ of the given.

Answer»

<P>Let p(X) = √2x³ + 5 ,


COEFFICIENT of x³ in p(x)


= NUMERICAL factor of x³


= √2


••••

7.

What number is 234567 more than 78675

Answer»

Dear friend,
Here's your answer...
LET the number be x.
So, ACCORDING to question,
x - 234567 = 78675
x = 78675 + 234567
x = 313242.
Therefore the number that is 234567 more than 78675 is 313242.
Hope it HELPS you!!
Please mark my answer as brainliest!

8.

2-x³+x² , Write the coefficient of x³ of the given.

Answer»

The COEFFICIENT of x³ of the GIVEN is - 1

9.

X³+x+1 , Write the coefficient of x³ of the given.

Answer»

The coefficient of X CUBE of the GIVEN equation is 1

10.

5t-√3 , Find the degree of the given polynomial.

Answer»

Let p(t) = 5t - √3 ,

DEGREE of p(t)

= HIGHEST POWER of t in p(t)

= 1

Linear polynomial.

••••

11.

4-y² , Find the degree of the given polynomial.

Answer»

Given POLYNOMIAL 4 - y²


Term with the highest power


of y = -y²


Exponent of y in this term = 2


THEREFORE ,


DEGREE of this polynomial = 2


•••••

12.

3x⁶+6y³-7 , Find the degree of the given polynomial.

Answer» SIX is the DEGREE of the GIVEN POLYNOMIAL
13.

X²+x-5 , Find the degree of the given polynomial.

Answer»

Hey MATE!!

HERE IS THE ANSWER

➡The highest power of the POLYNOMIAL is the degree of the polynomial .

GIVEN polynomial =x²+x-5

The degree of given polynomial is 2.

hope it helps to you.
..............

14.

X⁵-x⁴+3 , Find the degree of the given polynomial.

Answer» \bold{Answer :}

The GIVEN POLYNOMIAL is (x⁵ - x⁴ + 3)

The highest ORDER of the variable in the polynomial is 5, which is represented by the TERM x⁵

Thus, we can CONCLUDE that the order of the polynomial is 5

#\bold{MarkAsBrainliest}
15.

√2x²+5x-1 , Write the coefficient of x² in each of the given.

Answer» HEY mate!!!

HERE IS THE ANSWER...

Given POLYNOMIAL =√2x²+5x-1

The COEFFICIENT of x² in the given polynomial is


\sqrt{2}
hope it helps to you.
16.

X²-3x+5 , Write the coefficient of x² in each of the given.

Answer» HEY MATE!!!

HERE IS THE ANSWER.

GIVEN POLYNOMIAL =x²-3x+5

➡Coefficient of x^2 in given polynomial is 1.

HOPE IT HELPS YOU
17.

1-x² , Write the coefficient of x² in each of the given.

Answer» \bold{Answer :}

Here,

1 - x²

= 1 + (- 1) x²

Therefore, the COEFFICIENT of x² is (- 1)

#\bold{MarkAsBrainliest}
18.

15-3x+2x² , Write the coefficient of x² in each of the given.

Answer» COEFFICIENT of x² is 2
19.

-5xy²,Write the degree of each of the given polynomial.

Answer» \bold{Answer :}

The POLYNOMIAL TERM is (- 5xy²)

The POWER of x is 1 and that of y is 2

So, the degree of the given polynomial is

= 1 + 2

= 3

#\bold{MarkAsBrainliest}
20.

5p-√3,Write the degree of each of the given polynomial.

Answer»

GIVEN polynomial is 5P - √3


= 5p¹ - √3


Degree of the polynomial


= Highest POWER of VARIABLE in


the polynomial


= 1


••••

21.

7-x+3x² ,Write the degree of each of the given polynomial.

Answer»

Let p(X) = 7 - x + 3x²


DEGREE of p(x)


= Highest POWER of x in p(x)


= 2


Therefore ,


Degree of p(x) = 2


••••

22.

7x³+5x²+2x-6 ,Write the degree of each of the given polynomia.

Answer» 3 is the DEGREE of the GIVEN POLYNOMIAL
23.

(46656)⁻¹/⁶, Solve this expression?

Answer»

We have (46656)^-1/6= (6)^6×-1/6 = 6^-1=
1/6 ANS.

24.

243²/⁵, Solve this expression?

Answer»

Given (243 )^2/5


Prime FACTORIZATION of 243


3| 243

______

3| 81

______

3| 27

______

3| 9

______

****3


243 = 3^5


Now ,


( 243 )^2/5


= ( 3^5 )^2/5


= 3^( 5 × 2/5 )


[ SINCE , ( a^m )ⁿ = a^mn ]


= 3²


= 9


Therefore ,


( 243 )^2/5 = 9


•••••





25.

16³/² , Solve this expression?

Answer»
(({4}^{2} ) )^{ \frac{3}{2} }  \\  =   {4}^{3}   \\ = 4 \times 4 \times 4  \\ = 64
26.

625¹/⁴ , Solve this expression?

Answer»

We KNOW
625 =  {5}^{4}
so
{ ({5}^{4}) }^{ \frac{1}{4} }  \\  =  {(5)}^{4 \times  \frac{1}{4} }  \\  =  {(5)}^{1}  \\  = 5
so the answer is 5.


hope U UNDERSTAND.



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27.

32¹/⁵ , Solve this expression?

Answer»

We KNOW
{32} =  {2}^{5}
so
{32}^{ \frac{1}{5} }  \\  =  {( {2}^{5} )}^{ \frac{1}{5} }  \\  =  {(2)}^{5 \times  \frac{1}{5} }  \\  =  {(2)}^{1}  \\  = 2
so the ANSWER is 2

pls mark it as BRAINLIEST.
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28.

3√5-√7/3√3+√2 , Simplify the given number by rationalising the denominator.

Answer» GIVEN (3√5-√7)/(3√3 + √2)

=[(3√5-√7)(3√3-√2)]/[(3√3+√2)(3√3-√2)]

=[9√15-3√10-3√21+√14]/[(3√3)²-(√2)²]

[ SINCE x²-y² =(x+y)(x-y)]

=[9√15-3√10-3√21+√14]/(27-2)

= (9√15-3√10-3√21+√14)/25

••••

••••
29.

(2a-3b-4c)^2 expand this plaese

Answer»

Its a FORMULAS BRO..... please for future please LEARN it.... its too IMPORTANT.....

30.

√7-√5/√7+√5 , Simplify the given number by rationalising the denominator.

Answer» \bold{Answer :}

We RATIONALIZE the denominator of the given number by multiplying both its NUMERATOR and its denominator by the conjugate irrational number (√7 - √5)

Now,

(√7 - √5)/(√7 + √5)

= {(√7 - √5) (√7 - √5)}/{(√7 + √5) (√7 - √5)}

= (7 - 2√35 + 5)/(7 - 5)

= (12 - 2√35)/2

= 6 - √35,

which is the REQUIRED form

#\bold{MarkAsBrainliest}
31.

Find the simple interest on rs 625 from March 2, 1982 to October 7 , 1982 at 5% SI

Answer»

I SOLVED this SIMPLE INTREST

32.

(-2√3+2)^2+(2√3+2)^2

Answer»

Here is your ANSWER.

33.

If 5 tins hold 72.5 litre of oil then the number of tins required for keeping 261 litres of oil is

Answer» 5 TINS hold 72.5 LITRE of OIL
then, 1 TIN hold = 72.5/5 = 14.5

no of tins hold 261 litre of oil = 261/14.5 = 18

so, 18 tins can hold 261 litres of oil
34.

Answer 10th question

Answer»

1=2 because CORRESPONDING angles
therefore ANGLE 2=115....
HOPE this HELPS you....

35.

Find the simple interest on 500 for 8 on at 3 paise per rupee per month

Answer» SIMPLE interest=
\frac{500 \times 8 \times 3}{100}
=120
36.

In triangle pqr,angle r =angle p ,qr=4cm and pr=5cm find the length of side pq

Answer»

Given r=p
Pythagoras PRAMEY DWARA

k  {}^{2}  = b {}^{2}  { \times h }^{2}

{h }^{2}  = {k}^{2}  -  {b}^{2}


h =  \sqrt[]{}  {k}^{2}  -  {b}^{2}

\sqrt{25 - 9}
\sqrt{9}

=3
Length PQ= 3CM

Ans...

37.

The no. of integral solutions of this inequality:x²+9 < (x+3)² < 8x+25

Answer»

(x+3)^2 =x^2 +9+6x
This is GREATER than x^2 +9 for every positive value of x
Now CHECKING inequality
(x+3)^2 <8x+25
x^2 - 2x-16<0
This quadratic will show minimum at - b/2a
i.e at x=1
At x=1 value is - 17<0
Thus we have to check only first few positive integers
x=2,-16<0
x=3,-13<0
x=4,-8<0
x=5,-1<0
x=6,8>0(rejected)
There is no need to check after this as we have got minima before this value so after this value will never decrease
Thus
No. Of Integral solutions =5
Hope it helps
If YES please mark brainliest

38.

Please enter some text into the search box and try again.if the total wage of 12 workers for 5 days work are K8400. calculate the wage of 19 workers for 6 days?

Answer» TOTAL a wages of 12 workers for 5 days work are 8400

so, wage of ONE worker for one day = 8400/(5+12) = 8400/60 = 140

so total of wages for 19 workers for 6 days = 140 × 19 × 6 = 15960
39.

If 10th april 1963 was a wednesday then what day of the week was 23rd august 1959

Answer»

If 10TH april 1963 was a wednesday then it shoud be saturday on 23rd AUGUST 1959

40.

3 years ago the average age of a and b was 18 years with c joining them the average become 22 years. how old c

Answer» PRESENT AGE of a=x
present age of b=y
present age of c=z

given
\frac{x - 3 + y - 3}{2}  = 18


and
\frac{x - 3 + y - 3 + z}{3}  = 22


now by solving both EQUATION we will get
z=66-36
so age of c is 30 YEARS
41.

X3+y3=z3 find x,y,z if they are whole numbers answer

Answer»

X=3 y=4 z=7
3*3+4*3=7*3
9+12=21
21=21
Ans...

42.

1\x^-2+1\x^-1+7 find this expression is polynomial or not

Answer» YES it is polynomial

because if we CHANGE it then it will be

{x}^{2}  \  + x + 7
and this is QUADRATIC EQUATION..
43.

X is not equal to y but x^2 = 5x-3 then find the equation whose roots are x/y and y/x

Answer»

Giffyy to 88 6t5 97779 44cuct UYG

44.

The length of each side of an equilateral triangle having an area of 9√3cm square

Answer»
area \: of \: equilateral \: triangle \:  =  \frac{ \sqrt{3} }{4}  {x}^{2}  \\ so \:  \\  \frac{1}{4}  {x}^{2}  = 9 \\  {x}^{2}  = 36 \\ x =   \binom{ + }{ - } \sqrt{36}  \\ so \: x =  + 6 \: ans
HOPE this will HELP you.
45.

5th question answer fast please

Answer»

We KNOW that,


a + B = 180° ( As they are a linear pair and are hence SUPPLEMENTARY )


a - b = 100° ( Given in the QUESTION )


Solving the above two equations we get,


a + b = 180

a - b = 100


b gets cancelled. We get,


2a = 280°


=> a = 280° / 2 = 140°


we know that a - b = 100


=> 140 - b = 100


=> 140 - 100 = b


=> 40 = b


Hence the ANGLES are A = 140° and B = 40°.

46.

Cos x + cos 120 - X + Cos 120 degree + x is equal to zero

Answer»
\frac{1}{8}
47.

In a class test containing 10 questions 3 marks are awarded for every correct answer and minus one mark is for every incorrect answer and 0 for questions not attempt Rashmi gets 3 correct and incorrect answer out of 7 questions she attempts what is her score

Answer»

Rashmi will get 5 marks
If u FIND it USEFUL MARK me as brainliest

48.

The 8th term of an AP is 17 and 19th term is 39 .find the 25 th term

Answer»

Here is the ANSWER to your QUESTION

49.

which forms a crystal of NaCl ? (1)NaCl molecule (2)na+ and cl- ions (3)na and cl atom (4)none of these

Answer»

Crystal of NACL is FORMED by NA+ and Cl- ions

50.

a man travels by boat 36km down a river and back in 8hrs. If the speed of his boat in still water is 12km/hr, find the speed of the river

Answer»

A MAN travels by boat 36 km down a river and back in 8 HRS and the SPEED of his boat in still water is 12km/h

so, Distance, d = 36km

Total TIME taken for down a river and back in 8hrs
so, Time of downstream + Time of upstream = 8.................(1)

Speed of his boat in still water is 12km/hr
Speed of stream or river = x km/h

so, Speed of downstream = speed of boat in still water + speed of river = (12 + x) km/h

Speed of upstream = Speed of boat in still water - speed of river = (12 - x) km/h

so, Time of downstream = Distance / Speed of downstream = 36/(12+x)................(2)

Time of upstream = Distance / speed of upstream = 36/(12-x).......................(3)

substitute (2) and (3) in (1)
\frac{36}{(12 + x)}  +  \frac{36}{(12 - x)}  = 8 \\  \frac{36(12 - x) + 36(12 + x)}{(12 + x)(12 - x)}  = 8 \\  \frac{36(12 - x + 12 + x)}{ {12}^{2}  -  {x}^{2} }  = 8 \\  \frac{36(24)}{144 -  {x}^{2} }  = 8 \\ 864 = 8(144 -  {x}^{2} ) \\ 864 = 1152 - 8 {x}^{2}  \\ 8 {x}^{2}  = 1152 - 864 \\ 8 {x}^{2}  = 288 \\  {x}^{2}  =  \frac{288}{8}  \\  {x}^{2}  = 36 \\ x = 6
so the speed of the river = 6km/h

#mark as brainliest