Question

In each question below one or more equation(s) is/are provided. On the bases of these, you have to find out relation between $p$ and $q$. Give answer (a) if $p=q$, Give answer (b) if $p>q$, Give answer (c) if $q>p$, Give answer (d) if $p \geq q$ and, Give answer (e) if $q \geq p$. I. $q^2-15 q+56=0$ II. $2 p^2-10 p+12=0$

   In each question below one or more equation(s) is/are provided. On the bases of these, you have to find out relation between $p$ and $q$.
Give answer (a) if $p=q$,
Give answer (b) if $p>q$,
Give answer (c) if $q>p$,
Give answer (d) if $p \geq q$ and,
Give answer (e) if $q \geq p$.

I. $q^2-15 q+56=0$
II. $2 p^2-10 p+12=0$

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The Pearson Guide to Objective Arithmetic for Competitive Examinations

The Pearson Guide to Objective Arithmetic for Competitive Examinations

Dinesh Khattar 2nd Edition

Chapter 33, Problem 80

Instant Answer

Step 1

The quadratic formula is given by \( q = \frac{-b \pm \sqrt{b^2 - 4ac}}{2a} \), where \( a = 1 \), \( b = -15 \), and \( c = 56 \). Show more…

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In each question below one or more equation(s) is/are provided. On the bases of these, you have to find out relation between $p$ and $q$. Give answer (a) if $p=q$, Give answer (b) if $p>q$, Give answer (c) if $q>p$, Give answer (d) if $p \geq q$ and, Give answer (e) if $q \geq p$. I. $q^2-15 q+56=0$ II. $2 p^2-10 p+12=0$

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