If , then and…

MATHEMATICS · Single correct · CBSE · Mathematics · Determinants · Determinants

Problem

If ∣x1∣>∣y1∣+∣z1∣,∣y2∣>∣x2∣+∣z2∣,∣z3∣>∣x3∣+∣y3∣|x_1| > |y_1| + |z_1|, |y_2| > |x_2| + |z_2|, |z_3| > |x_3| + |y_3| , then x1i^+y1j^+z1k^,x2i^+y2j^+z2k^x_1\hat{i} + y_1\hat{j} + z_1\hat{k}, x_2\hat{i} + y_2\hat{j} + z_2\hat{k} and x3i^+y3j^+z3k^x_3\hat{i} + y_3\hat{j} + z_3\hat{k} are (1) perpendicular (2) collinear (3) coplanar (4) non-coplanar

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