InterviewSolution
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InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 3551. |
If x=2-3^1/2, find the value of (x-1/x)^3 |
| Answer» 2 | |
| 3552. |
a to the power 12 +b to the power 12 |
| Answer» A=B | |
| 3553. |
Can you explain the Euclid\'s Geometry with Axioms and Postulates????? ??? |
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Answer» they are so big and hard .??? Postulates is very hard No |
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| 3554. |
Prove that An exterior angle of triangle is greater than either of the interior opposite angle. |
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| 3555. |
125*=25/5*. Find * |
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Answer» * = 1/2 Ans is cube |
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| 3556. |
A man walked diagonally across a square plot. What was the percent saved by not walking along edges? |
| Answer» What %? Distance? | |
| 3557. |
how many type of number and difintation |
| Answer» 5types | |
| 3558. |
Give an example where product of two different irrational numbers is a rational number |
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Answer» √2*√2 √8×√2 |
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| 3559. |
Define irrational numbet |
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Answer» A non recurring and non terminating number is an irrational number.Eg:1.090090009..... The number which cannot be written in the form of p/q are called irrational numberEx. 0.101001000100001.......... The number which is non terminating and non repeating is known as irrational number Irrational numbers are under root of prime numbers |
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| 3560. |
Please give me answer - what is real number (it\'s a request)☺️. |
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Answer» All the number which can be represent in a number line are called real number or the collection of rational and irrational number iscalled real number The collection of all rational numbers and irrational numbers together is the set of real numbers. It is represented by R. A real number is either a rational number or an irrational number. May this help u A real number is a number that can be found on the number line. These are the numbers that we normally use and apply in real-world applications. |
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| 3561. |
He is every proper fraction is a unit fraction |
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| 3562. |
Factorise xcube minus 6xsquare add 11x minus 6 using factor theorem |
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Answer» (X-1)(X-2)(X-3) Pagal |
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| 3563. |
2/√5+√3 +1/√3+√2 -3/√5+√2 solve it |
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| 3564. |
7÷73 and also ask question |
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| 3565. |
What do you mean by undefined terms? |
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Answer» The terms which can only proved experimently but cann\'t be defined are called undefined terms.For ex 0/4 Set of elements in geometry are point, line and plane. These terms are undefined but can be visualised by certain practical situations. |
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| 3566. |
Find the solution of the equation 2(x-1)+3y=4 |
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Answer» 2(x - 1) + 3y = 42x - 2 + 3y = 42x + 3y = 4 + 22x + 3y = 6 I think so.......X+Y=1 |
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| 3567. |
How to represent root 6.5 on numbee line |
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Answer» Do you want steps?????? Cant show you on this??????? |
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| 3568. |
WHAT IS THE LCM OF12,34,78 |
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Answer» 2652 2652 The LCM for 12,34,78 is 2652 7956 |
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| 3569. |
In a triangle ABC,2A =3B=6C,then find A,B and C. |
| Answer» x/2+x/3+x/6=180°3x+2x+x/6=180°6x/6=180°x=180°x/2=90°x/3=60°x/6=30° | |
| 3570. |
How verify easily pls answee soon my exam is near ???? |
| Answer» what | |
| 3571. |
On which axes do the point (-11,0) lies |
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Answer» X-axis on negative side X-axis X-axis -11 lies on X_axis and 0 is also on the same where -11 lie |
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| 3572. |
Show that each angle of an equilateral triangle is equal |
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Answer» In equilateral traingle all sides are equal AB=BC=ACi. e Let each angle be x.so sum of all angle =180°.X+x+x=180°3x=180°X=180°/3=60° |
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| 3573. |
Show that 1.2727272=1.27 27 ke upar baar can be expressed in the form of p upon q |
| Answer» let x be 1.2727since 2 numbers are repeating contionuslymultiply by 100100x = 127.2727 substitute equ 1 from 2100x -x = 1.2727- 127.272799x= 126x= 126 divided by 99therefore answer is 42by 333 | |
| 3574. |
iioo8 hui HJH humko lightning ji J yug RFC hui te yy gh I k I o okii |
| Answer» | |
| 3575. |
x cube + 13x square + 32x + 20 |
| Answer» No | |
| 3576. |
find three irational number between 3 and 4 |
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Answer» Three irrational numbers between 3 and 4 are 1)3.03003000300003....... 2)3.141141114........ 3)3.505505550........These are irrational numbers because they can not be represent in the form of p/q where both are integers and q is not equal to 0 3×4/4 and 4×4/412/4 and 16/4Three irrational no are 13/4, 14/4, 15/4. 22/7, 23/7, 24/7 , 25/7. 26/7 and 27/7 |
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| 3577. |
Factorise a²x²+ax³+x |
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| 3578. |
State axiom12?????? |
| Answer» A quantity may be substitutedfor its equals. | |
| 3579. |
If angle A=36°27\'46" and angle B=28°43\'39", find angle A and. Angle B |
| Answer» | |
| 3580. |
What is herons formula?? |
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Answer» √s(s-a) (s-b) (s-c) here s=semi perimeter and a, b, c are sides √(s-a)(s-b)(s-c)here s=semi perimeter and a,b,c are sides √s(s-a.)( S- b).( S-c ) √s(s-a)(s-b)(s-c) |
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| 3581. |
What is area of rhombus? |
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Answer» Why are you asking questions if you know the answer?? 1/2×d1×d2 |
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| 3582. |
Find two irrational numbers between 1/7 and 1/3?? |
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Answer» first make the denominators same by taking lcm and multiply it by 3/3 for both terms then u will get the answer 1) 0.150150015000......2) 0.202002000......... |
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| 3583. |
Find six rational numbers between 2/3 and3/5 |
| Answer» Given two rational numbers are 3/5 and 2/3Now, LCM of denominator of 3/5 and 2/3 is 15Now, 3/5, 2/3 = 9/15, 10/15Since difference between 9 and is very less, So multiply 10 in numerator and denominatorin each rational number we get(9× 10)/(15× 10) = 90/100(10× 10)/(15× 10) = 100/100Now, 6 rational numbers are:\xa091/100,\xa092/100,\xa093/100,\xa094/100, 95/100, 96/100 | |
| 3584. |
Prove that straight line which are perpendicular to the straight line are parallel to one another |
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| 3585. |
We have to find 64 andpower is one upon two |
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Answer» If any one know it is right or wrong so tell me I think it can be:64 power half =2*2*2*2*2*2= 2 power 6 than we write 2 power 6*half than answer will come 2 power 3 |
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| 3586. |
a6ab7 |
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| 3587. |
Can you please give me any one example of a cubic polynomial in one variable having 5 terms. |
| Answer» | |
| 3588. |
What is remainder theorem? Prove the remainder theorem |
| Answer» Remainder theorem: Let p(x) be any polynomial of degree greater than or equal to one and let a be any real number. If p(x) is divided by the linear polynomial x – a, then the remainder is p(a).Proof : Let p(x) be any polynomial with degree greater than or equal to 1. Supposethat when p(x) is divided by x – a, the quotient is q(x) and the remainder is r(x),i.e.,p(x) = (x – a) q(x) + r(x)Since the degree of x – a is 1 and the degree of r(x) is less than the degree of x – a,the degree of r(x) = 0. This means that r(x) is a constant, say r.So, for every value of x, r(x) = r.Therefore, p(x) = (x – a) q(x) + rIn particular, if x = a, this equation gives usp(a) = (a-a) q(a) + r = rwhich proves the theorm. | |
| 3589. |
Find the value of a and b if x+1 and x+2are factors of x^3+3x^2-2ax+b |
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| 3590. |
4+(+)(-23) |
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Answer» To send pdf i need your phone number please send me the pdf of science paper -19 |
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| 3591. |
32√2+(-23+(-4)+π)×54√π÷22 |
| Answer» 1 | |
| 3592. |
Gvbl. Kl |
| Answer» | |
| 3593. |
Explain 5 axiom |
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Answer» \tThings which are equal to same things are equal to one another .\tIf equals are added to equals, the wholes are equal .\tIf equals are subtracted from equals, the remainders are equal .\tThings which coincide with one another are equal to one another This seems to say that if two things are identical (that is, they are the same), then they are equal. In other words, everything equals itself. It is the justification of the principle of superposition.\tThe whole is greater than the part if a quantity P is part of quantity Q , then Q > P. or we can that there exists a third quantity R such that Q = P + R\tThings which are double of the same things are equal to one another.\tThings which are halves of the same things are equal to one another.\tIf first thing is greater than second and second is greater than third, then first is greater than third. It is hisbsjxnxijdhxh |
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| 3594. |
✓{√3+√7}² |
| Answer» 10 | |
| 3595. |
Factorise. 4y square -4y+1 |
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| 3596. |
What is a whole number |
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Answer» The numbers which started from 0 to infinity is known as whole numbers 0 to 9 |
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| 3597. |
3-12(a-b)square then factorize |
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| 3598. |
Proved that sum of interal angle is 180 |
| Answer» Given . Abc is a triangleTo prove .angle1+"2+"3=180Proof.AB||DEAngle1+angle2+angle3=1801=5(alt..ang.)3=4(alt..ang)Added angle2 both sides1+2+3=5+2+4=1801+2+3=1805+2+4=180Proved | |
| 3599. |
If x value is [2*3 /4] then find the value of x+1/x |
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| 3600. |
4*8? |
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Answer» ???????????????? What is this? Who passed you in class 8?? 4×8=32 4×8=32 4 multiply by 8 |
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