Explore topic-wise InterviewSolutions in .

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.

42801.

If I want PCB in 11th so what maths I take Standard or Basic in 10th???

Answer» If you would like to continue with maths for 11th and 12th and furthermore, I would prefer you take standard maths in 10th as it will give a continuity in conceptualisation while you move from 10th to 11th. Else, you are free to take Basic maths.
42802.

a2x2-3abx+2b2 =0

Answer»
42803.

If one of the zeroes of the quadratic polynomial (p – l)x² + px + 1 is -3, then the value of p is

Answer» P=4/3
42804.

The nth term of an A.P. is given by an = 3 + 4n. The common difference is

Answer» a1=3+4(1)=3+4=7 . a2 =3+4(2)=3+8=11 ..common difference =a2-a1 11-7 =4 . Note -In the place of n substitute the term like 1,2,3.... So on & then find the difference of consecutive term .
42805.

The LCM and HCF of two numbers 675 and 45.If one of the number is 135,then find the other number?

Answer» We know,Product of two no. = HCF*LCMSo, 135*other no. = 45*675 Other no. = 30,375 / 135Therefore, Other no.= 225
42806.

Use Euclid\'s algorithm to find HCF of 1190 and 1445.Express the HCF in the form 1190m+1445n

Answer»
42807.

Internal diameter of a hemispherical cup is 7 cm . Find its inner surface area.

Answer» Diameter = 7 cm. Therefore, Radius = 7/2 cm.// Thus, inner surface area of a cup = CSA = 2πr^2 = 2 * 22/7 * 7/2 * 7/2 = 77 cm^2//
42808.

Find the smallest number which when increased by 3, is divisible by 12,15and 18.

Answer» 177
Zero
42809.

Ncert exemplar is best or rs Agarwal for maths class 10 plz tell me

Answer» NCERT EXEMPLAR Is best and if other than this is RD Sharma
Ncert is best...
42810.

Oswaal question bank is best or any another

Answer»
42811.

Prove that cube root 6 is irrational.

Answer»
42812.

Find the all zeroes of f(x) : x2 - 2x

Answer» Given, f(x) = x^2 - 2x. Therefore, f(x) = 0. x^2 - 2x = 0. x (x - 2) = 0. Thus, zeroes are 0 and 2.
42813.

Prove that 2+√3 is an irrational number , given that √3 is irrational number.

Answer» Let\'s suppose 2+√3 be rationalSince 2+√3 - 2 also be rational ( difference of two rational number is rational ) Now 2+√3 - 2 = √3 which is rationalBut this contradicts the fact that √3 is irrationalThe contradiction arises by assuming √3 rationalTherefore; 2+√3 is irrationalHence proved .
42814.

the product of three consecutive positive integers is divisible by 6 is this statement true or false

Answer» The statement is true that the product of any three consecutive positive numbers can be divisible by 6.
Yes this is true
Yes,For example Let\'s assume the 3 consecutive integers be 2,3,4 2×3×4/6 = 24/6 = 4See its divisible by 6
42815.

Square roit of 16

Answer» 4
4
4 is the correct square root of 16
4 is the square root of 16
256 is the square root of 16
42816.

Define HCF of two positive integers and find the HCF of the following Pairs of number 32 and 54

Answer»
42817.

If the product of the zeros of x2-3kr+2k2-1. Find the value of k

Answer»
42818.

What is the value of 64 3/2

Answer» 96
96
42819.

Find the zeroes of the polynomial x square +7x-12 .

Answer»
42820.

Find the simplest form of 1095/1168

Answer» 15/16
15/16
15/16
1095/1168= 73*15/73*16So, 73 n 73 gets cancelled and the answer comes out is 15/16.
42821.

Prove that ( 3 + 2 ) is irrational

Answer» It is not irrational if we add 3+2 we get 5 so 5 is rational
42822.

Theta samjhaie

Answer»
42823.

For what value of k( 4 ) is a zero of the polynomial x2- x - ( 2 k - 2 )

Answer» ?
42824.

Solve for x, using the quadratic formula: ???^2 − (?^2 + ?^2)? + ?? =0

Answer» abx2−(a2+b2)x+ab=0x=−b±b2−4ac\u200b\u200b/2ax=−(−a2−b2)±(−a2−b2)2−4abab\u200b\u200b/2abx=b/a\u200b , a/b\u200b
X=a/b, b/a
42825.

Divide using long division method 5x⁴+x²-8x+25 by x-4

Answer»
42826.

factories 2x2-5x+7

Answer» It cannot be solved by factorisation method
5/2,7/2
42827.

2x²-5x+7 factories

Answer» 2x²-5x+7 2x²-(2+7)x+7 2x²-2x-7x+7 2x(x-1)-7(x-1) (2x-7)(x-1)HOPE IT HELPS U
2x²-5x+72x²-(2+7)x+7 2x²-2x-7x+7 2x(x-1)-7(x-1)(2x-7)(x-1) answer
42828.

23+56

Answer» 79
79
79
79
42829.

4-1

Answer» 3
42830.

X-3y=7 3x-3y=15

Answer» Given :\xa0To Find : solve it by cross multiplication methodSolution:Cross multiplication methodEquations :\xa0Comparing the given equationsSo, x = 4 and y = 1
42831.

Show that any positive integer is of the form 3q, 3q+1, 3q+2, where q is some integer

Answer» Let p be any positive integer and b = 3. Applying division Lemma with p and b =3 ,we havep = 3q + r, where 0 {tex}\\leq{/tex}\xa0r < 3 and q is some integerSo r=0,1,2If r=0 , p=3qIf r=1, p=3q+1If r=2, p=3q+2Therefore any positive integer is of form 3q,3q+1,3q+2 for some integer q.
42832.

(1+1/tan^2A) (1+1/cot^2A) = 1/cos^2-cos^4

Answer» LHS=(1+1/tan²A).(1+1/cot²A)=(1+cot²A).(1+tan²A)=cosec²A.sec²A=1/(sin²A.cos²A)=1/{(1-cos²A)cos²A}=1/(cos²A-cos⁴A) = RHS(Proved)
42833.

An army

Answer»
42834.

Give the HCF of 306 and 657 is equal to 9 find LCM of 306 and 657

Answer» We will use the formula to find the LCM of\xa0306 and 657.LCM (a, b) = (a × b) /\xa0HCF (a, b)Given two numbers 306 and 657 and their HCF is 9.To find : LCM(306,657 )using the formula,We haveLCM (306, 657) = (306 × 657) /\xa0HCF (306, 657)= 201042 / 9\xa0= 22338Thus, LCM\xa0of 306 and 657 is 22338
**** up your bur
42835.

Explain why ( 17×5×11×3×2+2×11) is a composite number ?

Answer» Composite n are the no which r not prime n have factors other than 1So 17*5*11*3*2+2*1 = 5610Factor of 5610= 2,3,5,11,17Therefore it\'s a composite number
11(17×5×11×3×2+2×1)Since the given number has more than two factors it is a composite number
42836.

Sin18०/cos72०

Answer» Sin(90-72)/Cos 72 Cos72/Cos72 = 1
42837.

Class 10 chapter 1 solution

Answer» Euclid division lemma
42838.

Monitor oxygen saturtior with a pulse oximanter daily

Answer» Please ask question with complete information.
42839.

Express the HCF of 468 and 222 as 468x + 222y where x and y are integers.

Answer» By Euclid’s division algorithm,HCF of 468 and 222 is468 = (222 x 2) + 24 ----------------------(1)222 = (24 x 9) + 6 ------------------------(2)24 = (6 x 4) + 0 So the HCF of 468 and 222 is 6.Now we have to write 6 as 468x + 222y6 = 222 - (24 x 9) ---------------\xa0[ from (2) ]Now write 24 as (468 – 222 x 2)\xa0--------------\xa0[ from (1) ]⇒ 6\xa0= 222 - {(468 – 222 x 2) x 9 = 222 - {468 x 9 – 222 x 2 x 9} = 222 - (468 x 9) + (222 x 18) = 222 + (222 x 18) - (468 x 9) = 222[1 + 18] – 468 x 9 = 222 x 19 – 468 x 9 = 468 x -9 + 222 x 19So HCF of 468 and 222 is (468 x -9 + 222 x 19) in the form 468x + 222y.
42840.

solve the following equation for the value of x and y 1) ax/b - by/a =a+b 2) ax-by =2ab

Answer»
42841.

If one solution of 3x2-8x-(2k+1) is seven times the other, find the value of k

Answer» p(x)=3x²-2k+1zeroes=α,7αsum of zeroes= - b/aα+7α= -(2k/3)8α=2k/38α×3=2k24∝=2kk=12∝ (1)product of zeroes= c/a∝×7∝=1/37∝²=1/3∝²=1/(3×7)∝²=1/21∝=±1/√21∵∝=±1/√21∴k=12(±1/√21)k = ±12/√21
42842.

. Prove that 7-2√3 is an irrational number.

Answer» Let assume that 7-2root3 be rational and rational numbers are in the form of p/q form.We know that root 3 is irrational and not p/q form. It contradicts the statement that it is irrational as it is p/q form.Subtraction and multiplication of irrational number form irrational number so\xa07-2root3 is irrational.
42843.

5+90

Answer» 95
95
42844.

Find the roots of the following

Answer»
42845.

Please send me maths CH 1 PDF rd sharma

Answer» Ok
https://us04web.zoom.us/j/73719190282?pwd=Z3lEbC9KUDNwOCtqYWxCK2FlL2Yvdz09
42846.

2x^2 + 13x + 20

Answer» 2x² + 8x + 5x + 202x(x+4) +5(x+4)(2x+5)(x+4)X=- 5/2 or -4
42847.

5x+7y=507x+5y=46 Cross-multiplication method

Answer» 5(5x+7y=50)7x+5y=46Subtract18x = 204X=204/18X=11.3Y=5(11.3) +7y =5o
42848.

Find rational number between 2/5 and 12/25

Answer» 11/25
Put 1/2 (x + y) Ans= 22/50 or 11/25
LCM and make the denominator same and find
42849.

The cubic coefficient whose a=5b=2 c=7is

Answer» Cubic equation is of the form ax^3 + bx^2 + cx + dThe coefficient of x^3 is a. Here a=5. Hence the cubic coefficient here is 5Hope this helps you...
42850.

Why the value of x0=1

Answer»