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Verified answer
Jawabmatriks singular Det = 0
q(p-1) - p(1- q) = 0
pq - q - p + pq = 0
2pq = p + q ...(i)
2x² + x - a = 0
p + q = -1/2 ...(ii)
p q = - a/2...(iii)
(ii dan iii) substitusikan ke (i)
2pq = p + q
2(-a/2) = - 1/2
- a = - 1/2
a= 1/2
Verified answer
Matriks Singulardeterminan = 0
2x² + x - a = 0
p + q = -b/a = -1/2
p . q = c/a = -a/2
det = 0
q(p - 1) - p(1 - q) = 0
pq - q - p + pq = 0
2pq - (p + q) = 0
2(-a/2) - (-1/2) = 0
-a + 1/2 = 0
a = 1/2