Explore topic-wise InterviewSolutions in Current Affairs.

ong>Answer:P>

1. Nothing

2. 1 and 2

3. p,Q and R

x=35

Step-by-step explanation:

by SOLVING the EQUATION USING TRANSPOSITION method

The QUESTION is INCOMPLETE.

13. y-25°

x-155°

z-155°

ong>ANSWER:

VALUE \: of \: log_{2}16-log_{2}2 = 3Valueoflog

2

16−LOG

2

2=3

(x+7)(x+13)

= x²+13x+7x+91

= x²+20x+91

Read my BIO PLEASE

15cm, 25CM, 35cm

Step-by-step EXPLANATION:

the MEMBER of SET {x | x is a positive INTEGER LESS than 12}

85

Step-by-step EXPLANATION:

because it has factors that are 5, 3, and more....

so it's a composite ONE while OTHERS are not having factors other than 1 and the number itself..

If this helps plz mark braniliest

hshhsbwbaisbashajssnsbshhsjqnsbbs

the VITAMINS present in our body are CALLED NUTRITION

DIAGONAL or BOX METHOD

ong>ANSWER:

simply and write the answer in exponential form 1. (-4)^-3*(5)^-3*(-5)^-3simply and write the answer in exponential form 1. (-4)^-3*(5)^-3*(-5)^-3simply and write the answer in exponential form 1. (-4)^-3*(5)^-3*(-5)^-3simply and write the answer in exponential form 1. (-4)^-3*(5)^-3*(-5)^-3

Step-by-step explanation:

ong>Answer:

USING the x and y coordinates for the components, this gives F = √(X2 + Y2) for the magnitude of the force. Find the resultant force from TWO vectors by first ADDING the x-components and y-components to find the resultant vector and then use the same formula for its magnitude.

102

Step-by-step explanation:

22-4 of (9-4)+4x3

18×5+12

102

hope it will help

and...

PLZZ MARK BRAINLIEST!!

is the CORRECT answer DEAR

HOPE it helps uH ✔

SMCHD skshf kw dkjdbdjdnbeheidnjcjf rckndn xkdklend djebjs d

Step-by-step explanation:

neejfh ejwbvr jebdjkde kdklwhfb rjjeone jejrjbbf dkkeken kwpdjd. kdkkwhe. jdjeken.vhwkjdbe, jdjenfbbfbfn(₹+_+&!(7916bxhekhxbsbshfb djdhfn jednjfjfhrkkd fjjrhgjfkkdfjg gktjhr dkfbfjkd kdndbdn dknrr lfnf kf if ffkfn jkdxhdoddj kdbd dmsndxndk and fkd kdfnr fkfkbff. fleebd FGK fkfkbff

ong>Given : Difference of SQUARES of two NUMBERS is 200 and six times The square of one number Is equal To TENTIMES The larger number

To Find : the larger number

SOLUTION:

LET say smaller number = S

Larger number = L

Difference of squares of two numbers is 200

=> L² - S² = 200

The square of one number Is equal To ten Times The larger number .

=> 6S² = 10L

=> S² = 10L/6

=> S² = 5L/3

L² - S² = 200

=> L² - 5L/3 = 200

=> 3L² - 45L + 40L -  600 = 0

=> 3L(L - 15) + 40(L - 15)  = 0

=> (L - 15)(3L + 40) = 0

L = 15

Larger Number is 15

Learn More:

the sum of a number and its positive square root is 6 / 25 find the ...

brainly.in/question/8283141

Difference of the square and square root of a perfect square number ...

brainly.in/question/8368979

ong>(A) Option

5 & 7 is the CORRECT pair of twin prime numbers.

HoPe iT HELPS YoU ♥️♥️♥️

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Step-by-step EXPLANATION:

hxbxixbbdudbdndhhdndbdbdj

hshshdhdudududu

Step-by-step EXPLANATION:

don't KNOW ushshshdhdhfud7383728736$-$:$({¢{`×~¶}©®

(BRAINLIEST ANSWER)

Step-by-step explanation:

maximum measuring weight=HCF of 75&69

HCF=3, so maximum measuring weight=3

ong>ANSWER:

SIMPLY and write the answer in exponential form 1. (-4)^-3*(5)^-3*(-5)^-3simply and write the answer in exponential form 1. (-4)^-3*(5)^-3*(-5)^-3simply and write the answer in exponential form 1. (-4)^-3*(5)^-3*(-5)^-3simply and write the answer in exponential form 1. (-4)^-3*(5)^-3*(-5)^-3simply and write the answer in exponential form 1. (-4)^-3*(5)^-3*(-5)^-3

Step-by-step EXPLANATION:

9 : 10

Or

9/10

Step-by-step EXPLANATION:

please MARK BRAINLIEST and give thanks and also FOLLOW me

ong>Answer:

Q2. Find the value of x for which the DISTANCE between POINTS A(x,7) and B (-2,3) is 4V5 UNITS.

ong>Answer:

SOLUTION

Let PQRS be the given trapezium

in which PQ ║ SR.

Draw RX ⊥ PQ and RY ║ SP,

these meeting PQ at X and Y.

It is clear that PYRS is a

parallelogram.

∴ PY = SR = 13 cm

 YQ = PQ - PY = 25 cm - 13 cm

       = 12 cm

Now, RY = SP = 10 cm and RQ = 10 cm

∴ ΔRYQ  is an ISOSCELES triangle and

RX ⊥ YQ.

Clearly, X is the midpoint of YQ.

∴ XY = XQ = 1/2 × YQ = 1/2 × 12 CM = 6 CM

In ΔRXY, we have

(RX)² = (RY)² - (XY)² (Here we use Pythagoras theorem)

        = (10)² - (6)²

        = 100 - 36

        = 64

⇒ RX = 8 cm

Area of the trapezium PQRS

= 1/2 × (25+13) × 8

= 152 cm²

Here,

Given :

a = 2

d = 8

sn = 90

So,

According to formula ,

Sn = a + ( 2d - a)d = A9

90 = 2 + ( 16 - 2) 8

90 = 2 + 128 - 16

90 = 130 -16

90A9= 114

A9 = 114/90

ong>ANSWER:

a) -3+8-10___12-8-7

-3-2 ____4-7

-5___-3

-5 < - 3

b) 10-12-5____-16+3+6

- 2-5 ___-16+9

-7___-7

- 7 = - 7

c)-1-2-3____-3-4-1

- 3-3____-7-1

-6____-8

-6 > - 8

PLZZZ do FOLLOW me

LENGTH = 116/9 m = 12 8/9 m

t KNOW i am REALLY SORRY

ong>Answer:

s.p =10 %

s.p = 10/100

s.p=1/10

s.p -c.p = PROFIT

so the RATIO is 2:3

MARK as BRAINLIST

yes it is QUADRATIC equation

because HIGHEST power of equation is 2

hope it will help you

follow me on brainly

ALSO on Instagram I'd

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ong>Answer:

Find the LCM and HCF of 455 and 78 by using the PRIME factorization method. 455 = 5 × 13 × 7 78 = 2 × 3 × 13. HCF = 13. LCM = 2730.lcm

(408; 170) = 2,040: least common multiple, calculated. The NUMBERS have common prime FACTORS.

0.

given that,

=(sin30+cos30)-(sin60+cos60)

[sin30=1/2,cos30=root3/2 and sin60=root3/2 ,cos60=1/2]

Now,

=(1/2+root3/2)-(root3/2-1/2)

=(root3+1÷2)-(root3+1÷2)

Here,same VALUES with + and - =0

so ,=0.

don't KNOW if you yfgiesg

ong>ANSWER:

ans is 0 of the question

ong>Answer:

Answer KANCHAN Sinha

only TWO PAIRS. Step-by-step EXPLANATION: (5,10);(10,5)

(i) 4/52 + 4/52 = 8/52 = 2/13

(II) 2/52

(III) 1/52

them what can I do please tell FULL question

Step-by-step EXPLANATION:

HOPE it HELPS you

0

Step-by-step EXPLANATION:

ong>Answer:

SOHCAHTOA

Sin θ = Opposite side / HYPOTENUSE side

Cos θ = ADJACENT side / Hypotenuse side

Tan θ = Opposite side / Adjacent side

Csc θ = Hypotenuse side / Opposite side

Sec θ = Hypotenuse side / Adjacent side

Cot θ = Adjacent side / Opposite side

Reciprocal Trigonometric Identities

Sinθ = 1 / Cosecθ

Cscθ = 1 / Sinθ

Cosθ = 1 / Secθ

Secθ = 1 / Cosθ

Tanθ = 1 / Cotθ

Cotθ = 1 / Tanθ

Other Trigonometric Identities

Sin²θ + Cos²θ = 1

Sin²θ = 1 - Cos²θ

Cos²θ = 1 - Sin²θ

Sec²θ - Tan²θ = 1

Sec²θ = 1 + Tan²θ

Tan²θ = Sec²θ - 1

Csc²θ - Cot²θ = 1

Csc²θ = 1 + Cot²θ

Cot²θ = Csc²θ - 1

Double Angle Identities

Sin2A = 2 ⋅ SinA ⋅ CosA

Cos2A = Cos²A - Sin²A

Tan2A = 2 ⋅ TanA / (1 - Tan²A)

Cos2A = 1 - 2 ⋅ Sin²A

Cos2A = 2 ⋅ Cos²A - 1

Sin2A = 2 ⋅ TanA / (1 + Tan²A)

Cos2A = (1 - Tan²A) / (1 + Tan²A)

Sin²A = (1 - Cos2A) / 2

Cos²A = (1 + Cos2A) / 2

Half Angle Identities

SinA = 2 ⋅ Sin(A/2) ⋅ Cos(A/2)

CosA = Cos²(A/2) - Sin²(A/2)

TanA = 2 ⋅ Tan(A/2) / [1 - Tan²(A/2)]

CosA = 1 - 2 ⋅ Sin²(A/2)

CosA = 2 ⋅ Cos²(A/2) - 1

SinA = 2 ⋅ Tan(A/2) / [1 + Tan²(A/2)]

CosA = [1 - Tan²(A/2)] / [1 + Tan²(A/2)]

Sin²A/2 = (1 - Cos A) / 2

Cos²A/2 = (1 + Cos A) / 2

Tan²(A/2) = (1 - CosA) / (1 + CosA)

Compound Angles Identities

Sin(A + B) = SinA ⋅ CosB + CosA ⋅ SinB

Sin(A + B) = SinA ⋅ CosB + CosA ⋅ SinB

Cos(A + B) = CosA ⋅ CosB - SinA ⋅ SinB

Cos(A - B) = CosA ⋅ CosB + SinA ⋅ SinB

Tan(A + B) = [TanA + TanB] / [1- TanA ⋅ TanB]

Tan(A - B) = [TanA - TanB] / [1 + TanA ⋅ TanB]

Sum to PRODUCT Identities

SinC + SinD = 2 ⋅ Sin[(C+D) / 2] ⋅ cos [(C-D) / 2]

SinC - SinD = 2 ⋅ Cos [(C+D) / 2] ⋅ Sin [(C-D) / 2]

Step-by-step EXPLANATION:

pls follow

ong>Answer:

Arjun deposited a sum of ₹8000 in the Bank for 1 year, compounded half-yearly at 10% PER annum. Find the COMPOUND INTEREST he GETS.

ong>Answer:

1 + 3 + 5 + 7 + 9 + 11 + 13 + 15 + 17 + 19 + 21 + 23 + 25 + 27 + 29 + 31 + 33 + 35 + 37 + 39 = 400

OPTION c

I HOPE it will help you

ong>Answer:

-28

Step-by-step EXPLANATION:

-56 -(-13) + 15

we KNOW, minus × minus = positive

so,

-56 +13 +15

-56 +28

= -28 is the answer

Love you ❤ and thank you

ong>Step-by-step EXPLANATION:

Answer :

Now,

y = {√(a + X) + √(a - x)}/{√(a + x) - √(a - x)}

We RATIONALISE the denominator by multiplying both the numerator and the denominator by {√(a + x) + √(a - x)}

So,

y = {√(a + x) + √(a - x)}{√(a + x) + √(a - x)}/{√(a + x) - √(a - x)}/{√(a + x) + √(a - x)}

= {a + x + 2√(a² - x²) + a - x}/(a + x - a + x)

= {2a + 2√(a² - x²)}/(2x)

⇒ XY = a + √(a² - x²)

⇒ xy - a = √(a² - x²)

Now, squaring both sides, we get

(xy - a)² = a² - x²

⇒ x²y² - 2axy + a² = a² - x²

⇒ xy² - 2ay = - x

⇒ xy² - 2ay + x = 0

0.13

Step-by-step EXPLANATION:

er:

47/100

1/1000

Step-by-step EXPLANATION:

HOPE it will HELP you