The area of the triangle with vertices $(3,8)$, $(-4,2)$ and $(5,1)$ is:
A15.25 sq units
B30.5 sq units
C25 sq units
D61 sq units
Answer & Solution
Correct answer: B. 30.5 sq units
Area = ½|3(2−1) + (−4)(1−8) + 5(8−2)| = ½|3 + 28 + 30| = ½·61 = 30.5 sq units.
Keep practising Determinants
Browse all Determinants questions for GRE, or explore more Mathematics topics.
Related questions
An ORTHOGONAL matrix A satisfies:For the system Ax = b, if rank(A) < rank(augmented matrix A|b), the system has:By Cramer's rule, the value of x_1 in Ax = b (where A is non-singular) is:A matrix A has an INVERSE if and only if:The determinant of the 2×2 matrix [[a, b], [c, d]] equals:Matrix multiplication is:The transpose of the product (AB)^T equals:For matrices A (3×2) and B (2×4), the product AB has order: