Related InterviewSolutions

• If α and β are the zeros of x^2 + bx + c, then the polynomial having -α, -β as zeros is _______(a) -x^2 – bx + c(b) x^2 + bx + c(c) x^2 – bx + c(d) x^2 – bx – cI got this question at a job interview.Query is from Zeros and Coefficients of Polynomial in division Polynomials of Mathematics – Class 10
• The graph of the polynomial 2x^2-8x+5 cuts the y-axis at __________(a) (6, 0)(b) (0, 7)(c) (0, 5)(d) (8, 9)I have been asked this question during an interview.My question is from Geometrical Meaning of Zeros of Polynomial in section Polynomials of Mathematics – Class 10
• If α and β are the zeros of x^2+35x-75, then _______(a) α+βαβ(c) α+β=αβ(d) α+β≠αβThis question was addressed to me in an interview.The above asked question is from Zeros and Coefficients of Polynomial topic in section Polynomials of Mathematics – Class 10
• The graph of the polynomial 4x^2-8x+3 cuts the x-axis at ________ and ________ points.(a) (\(\frac {3}{4}\), 0), (\(\frac {1}{2}\), 0)(b) (\(\frac {3}{2}\), 0), (\(\frac {1}{2}\), 0)(c) (\(\frac {3}{2}\), 0), (\(\frac {1}{6}\), 0)(d) (\(\frac {7}{2}\), 0), (\(\frac {3}{2}\), 0)I got this question in exam.My question is taken from Geometrical Meaning of Zeros of Polynomial in division Polynomials of Mathematics – Class 10
• What will be the value of a and b if the polynomial f(x)=30x^4-50x^3+109x^2-23x+25, when divided by 3x^2-5x+10, gives 10x^2+3 as quotient and ax+b as remainder?(a) a=8, b=5(b) a=-8, b=5(c) a=8, b=-5(d) a=-8, b=-5The question was posed to me during a job interview.My query is from Division of Polynomial topic in chapter Polynomials of Mathematics – Class 10
• What real number that should be added to the polynomial f(x)=81x^2-31, so that it is exactly divisible by 9x+1?(a) 40(b) 10(c) 30(d) 20The question was posed to me by my school teacher while I was bunking the class.Enquiry is from Division of Polynomial in portion Polynomials of Mathematics – Class 10
• If α, β and γ are the zeros of 5x^3 + 10x^2 – x + 20, then the value of αβγ is _______(a) -1(b) 5(c) -10(d) -4I had been asked this question in a national level competition.This key question is from Zeros and Coefficients of Polynomial in portion Polynomials of Mathematics – Class 10
• What will be the value of other zero, if one zero of the quadratic polynomial is 5 and the sum of the zeros is 10?(a) 10(b) 5(c) -5(d) -10The question was asked during an internship interview.This interesting question is from Zeros and Coefficients of Polynomial topic in portion Polynomials of Mathematics – Class 10
• If β and γ are the zeros of the polynomial ax^3 + bx^2 + cx + d, then the value of α^2 + β^2 + γ^2 is _________(a) \(\frac {b^2-2c}{a^2}\)(b) \(\frac {b^2-2ca}{a}\)(c) \(\frac {b^2-2ca}{a^2}\)(d) \(\frac {b^2+2ca}{a^2}\)The question was asked in an interview.My question is based upon Zeros and Coefficients of Polynomial topic in portion Polynomials of Mathematics – Class 10
• Which of the following is not a polynomial?(a) x^2+5x+10(b) √x+2x+4(c) x^10+10x(d) 5x+4This question was posed to me in an interview for internship.This is a very interesting question from Geometrical Meaning of Zeros of Polynomial topic in section Polynomials of Mathematics – Class 10