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68601.

\left. \begin{array} { l } { \text { If } \operatorname { cosec } A + \operatorname { sin } A = 5 \frac { 1 } { 5 } , \text { find the value of } } \\ { \operatorname { cosec } ^ { 2 } A + \operatorname { sin } ^ { 2 } A } \end{array} \right.

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68602.

12.The value of 5 cot? A -5 cosec? A is :

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We know, cot²A - cosec²A = 1

So, 5cot²A - 5cosec²A

5 (cot²A - cosec²A)

5 × 1

5

68603.

7. f(x) = x+- 3x +4P+usivu8. f(x) = x+ -5x + 6 is divided by g(x) = 2 - x2.that p2 - 3 is a factor of 2x4 + 3x3 - 2

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68604.

In a bakery, 6 kg 500 g flour, 2500 g sugarand 3.250 kg butter are used as the basicingredients to make cookies. Express thetotal weight of the ingredients in grams.

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flour is = 6kg 500gm6x1000= 6000gmso in total = 6000+500=6500 gm flour

sugar is 2500gmbutter is 3.250 kg = 3.250x1000 = 3250gm

total amount of ingredients in gms = 6500+2500+3250=12250 gms total

68605.

(5)In a bakery, 6 kg 500 g flour, 2500 g sugarand 3,250 kg butter are used as the basicingredients to make cookies. Express thetotal weight of the ingredients in grams.

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weight of flour = 6500 g

weight of sugar = 2500 g

weight of butter = 3250 g

Total weight = 6500+2500+3250

= 12250 g

68606.

6. What conjecture can you make about the product of 13 and 8,888,888?13 8813 88813 888813 88,888114411,544115,5441,155,5441,155,555,544115,555,5441,115,555,44411,155,555,444

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13*88=114413*888=1154413*8888=11554413*88888=115554413*888888=11555544so 13*8888888=115555544option (A)

68607.

\begin{array} { l } { \text { The direction cosines of } \overline { A B } \text { are } } \\ { - 2 , \quad 2 , \quad 1 . \text { If } \quad A = ( 4,1,5 ) \text { and } } \\ { I ( A B ) = 6 \text { units, find the } } \\ { \text { coordinates of B. } } \end{array}

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68608.

512 \text { (ii) } 2197 \quad \text { (iii) } 3375 \text { (iv) } 5832

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Just observe the last digit estimate the number which cube is last digiti) as last digit is 2 so cube root 8ii) 13iii) 15iv) 18

68609.

cosec*((5*pi)/6) %2B cot(pi/6)^2 %2B 3*tan(pi/6)^2=6

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I will give you a hint-π=180° then π/6=30°

68610.

P(E | F)=\frac{P(E \cap F)}{P(F)}=\frac{\frac{1}{6}}{\frac{3}{4}}=\frac{2}{9}

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thnq so much

68611.

find the number of moleculesin 8 gram of oxygen

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molar mass of oxygen molecule = 32gmoles of O2 in 8g = 8/32 = 1/4 moles

so, no. of molecules = 1/4*Na = 6/4×10²³ = 1.5×10²³ molecules

68612.

(quad*(text*((i*i)*((quad*(text*((i*(i*i))/(-2 %2B sqrt(7)))))/(sqrt(2) %2B sqrt(3))))))/(5 %2B 3*sqrt(7))

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please ask one question

68613.

\begin{array}{l}{\text { What will be }} \\ {\text { (i) } \frac{-3}{5} \times 7 ? \quad \text { (ii) } \frac{-6}{5} \times(-2) ?}\end{array}

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i) (-3)/5 × 7 = -21/5

ii) (-6)/5 × (-2) = 12/5

68614.

(9*p^(-4))/((6*(3^(-3)*p^(-8))))

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the answer of above question is 6P^4

68615.

1 ^ b \cdot 8 p ^ 4 %2B 11 p ^ 2 %2B 3

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8p⁴+11p²+38p⁴+8p²+3p²+38p²(p²+1)+3(p²+1)(8p²+3)(p²+1)

68616.

13. Chalk contains 10% calcium,3% carbon,and 12% oxygenFind the amount (ingrams) ofthese compounds in 1 kg of chalk.

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1kg=1000gram

1. Calcium(10%)= (10/100)*1000=100 gram

2.carbon (3%)= (3/100)*1000=30 gram

3. oxygen (12%)=(12/100)*1000= 120 gram

68617.

8. Chalk contains 10% calcium, 3% carbon and 12% oxygen. Find the amount (in grams) of each of thesecompounds in 1 kg of chalk

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68618.

Chalk contains 3% of carbon 10% of ealeum and 12% of oxygen. Find the amount in gramsof each of these substances tn 1 kg of chalk

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68619.

1 गान % &gt = || sy

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(1/2) * 1 = Rs. 0.5 = 50 paise

PLEASE HIT THE LIKE BUTTON

68620.

8 %2B \frac 1 4 p < 2 p

Answer»

As solvingit

8< 2p-P/4

8<7p/432<7p32/7<p

68621.

Find the zeroes of the quadratic polynomial x2+7x+10.

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X²+7x+10=0

x²+2x+5x+10=0

x(x+2)+5(x+2)=0

(x+2)(x+5) = 0

x+2 = 0 ; x = -2

x+5 = 0 ; x = -5

Like my answer if you find it useful!

68622.

ULTUUSU U SCUOI12. Find the roots of the quadratic polynomial x2 -2X-8

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x^2-2x-8=x^2-4x+2x-8=0; x( x-4)+2( x-4)=0; (x-4)( x+2)=0; x=4, -2

x^2-2x-8=0; x^2-4x+2x-8=0 x( x-4)+2(x-4)=0 ( x+2)( x-4)=0 x=-2, 4

68623.

Find the zeroes of the quadratic polynomial x2 + 7x + 12, and verify therelationship between the zeroes and coefficients.

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68624.

(quad*(text*((5/8)*(i*i))))/8 %2B 7/9 - 1/2

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first find the lcm of denominator then make the denominator same then subtract or add

68625.

Find the zeros of the quadratic polynomial x2 +7x+10 and verify the relationshipbetween the zeros and the coefficients.

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x²+7x+10=0

x²+2x+5x+10=0

x(x+2)+5(x+2)=0

(x+2)(x+5) = 0

x+2 = 0 ; x = -2

x+5 = 0 ; x = -5

Relationship between the zeroes and coefficients :-

Sum of zeroes = -2+(-5) = -2-5 = -7/1 = -x coefficient /x² coefficient

Product of zeroes = (-2)(-5) = 10/1 = constant/x² coefficient

Hope it helps

68626.

Find the area of the triangle in which(i) a 13 m, b-14 m, c 15 m;(ii) a 52 cm, b 56 cm, c 60 cm;(iii) a 91m,b 98 m , c 105 m

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68627.

Construct triangle ABC with BC = 7.5 cmAC = 5 cm and angle C = 60

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68628.

7. 6) Chalk contains calcium, carbon and oxygen in the ratio 103:12. Find the percentageof carbon in chalk.i) If in a stick of chalk, carbon is 3g, what is the weight of the chalk stick?

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68629.

7.(i Chalk contains calcium,carton and oxygen in the ratio 10.3:12. Find the percentageof carbon in chalk.(W) If in a stick of chalk, carbon is 3g, what is the weight of the chalk stick?

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68630.

1-PY7. Ifp = 4-9, prove that p'+48. If a + b = 8 and a2 + b2 = 40 find the value of a3 + b32 nrove that 83-863 - 36ab = 27.

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(a+b)^2=a^2 +b^2 +2ab(8)^2= 40+2ab64=40+2ab64-40=2ab24= 2ab24÷2=ab12=ab(a+b)^3= a^3+ b^3+3ab (a+b)(8)^3= a^3+b^3+3*12(a+b)(8)^3= a^3+b^3+ 36(a+b)(8)^3=a^3+b^3+36*8(8)^3=a^3+b^3+288(8)^3-288=a^3+b^3512-288=a^3+b^3224=a^3+b^3

68631.

के. उ, 4, 10, 33, 136 है

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This is following a pattern3*1+1,4*2+2,10*3+3,33*4+4,136*5+5so series will be3,4,10,33,136,685

68632.

B s B PR T7 i i4t Gt 1) Htan” -1 =0T 5y

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68633.

फिरGt¥ +3x+2

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68634.

In the following circuit equivalent resistanceand B is.between the points A3013136Ω1319(A)Ω20Ω90(C) Ω13(D) Ω90.

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As middle resistance will be removedso resistance will be in seriesand will be addedso (3+6) and (20+10) now these two will be in parallel conditionso Option- c = 90/13

please like the solution 👍 ✔️👍

68635.

9 - 1 \frac { 2 } { 9 } \text { of } 3 \frac { 3 } { 11 } \div 5 \frac { 1 } { 7 } \text { of } \frac { 7 } { 9 } = ?

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68636.

7/9 - 4/9

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7/9 - 4/9(7-4)/93/91/3

when denominators are same and nominators are different in subtraction,we should divide only the nominators .ex:denominator is 9. so answer is 7-4/9 =3/9. simple 😀

sorry different answer give me😒

68637.

Thesum of the zeroes of the quadratic polynomial x2-13 is-1S-(b) 13(c) 13 (d

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sum of zero of a polynomial is -b/a = 0/1 = 0 , option (a) is correct

68638.

13. Find the area of the triangle in which(i) a 13 m, b-14 m, c-15 m;(ii) a 52 cm, b 56 cm, c 60 cm;(iii) a 91 m,b 98 m, c 105 m

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thank you very much Bhai

68639.

5.9 Jr. Ligue 2, LAOG and/Bog, forma lindar baire. Determine themeasure of ZAOC and ZBOG6n4B उ

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68640.

2×7÷9+2-8+6

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according to the bodmas14/9-6+6= 14/9ans

14/9 is the correct answer for this question Thank you

14/9 is the correct answer

the answer of this question is 14/9

68641.

1081 000༭ (17 g4 ) (o

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68642.

4 \frac { 7 } { 9 } - 2 \frac { 2 } { 3 }

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hope it may help u

68643.

-2-7t 979) 19

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68644.

7/9+(-2/3)+(-11/8)+1/6

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-79/72 is the right answer please mark me the best answer

68645.

G4. If the common difference of the A.P is 3, then find the value of a20-a15

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We know that,an=a+(n-1)dSo,a20=a+(20-1)(3)a20=a+19(3)a20=a+57

Similarly, a15=a+14da15=a+14(3)a15=a+42

Now,a20-a15=(a+57)-(a+42)=a+57-a-42=57-42=15

68646.

3. 10 +3+ (-2) + 1 + (-4)13 462tit C-4)F-141+ G4)FlotG-4)4.-11) + 8 - 11 - (-1)

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(-11)+8-11-(-1)=(-11)+8-11+1=-11+8-11+1= 22-9=13

68647.

The simplest form of 12-3 [5 +3{(7 - 9) -2 }]

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thanks

68648.

Convert the following percents into fractions in simplest form:(i)25%(ii) 150%iii)7 1/2%iv)33 1/2%

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thanks

68649.

1. Express each of the following ratios in simplest form:(i) 24:40(ii) 13.5 15(iii)6: 792(iv):(v) 4:5:(vi) 2.5 6.5 8

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68650.

7.Rewrite the following rational numbers in the simplest form:2545-44İLİ(iv)7210

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