Question 15.

Let k be a constant. The equations kx + y = 3 and 4x + ky = 4 have a unique solution if and only if

A
|k| = 2
B
k ≠ 2
C
|k| ≠ 2
D
k = 2

Question Explanation

Text Explanation

Two linear equations ax+by=c and dx+ey=f have a unique solution if ad\text{Two linear equations } ax + by = c \text{ and } dx + ey = f \text{ have a unique solution if } \frac{a}{d}be\frac{b}{e}

k4\therefore \frac{k}{4}1kk2\frac{1}{k} \Rightarrow k^{2}44

k\Rightarrow k2|2|

Video Explanation
No video explanation yet — we're on it and uploading soon!
XAT 2026 Full Course - Enroll Now for Best XAT Preparation
CAT LRDI 100 Recorded Course - Master Logical Reasoning and Data Interpretation
HOME
XAT Sankalp Sale
Quant Revision Book
More
YoutubeWhatsapp