If A=[4−246] and B=[231−2] find the matrix D such that 3A - 2B + 2D = 0
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Answer:
D = [225 371]
Step-by-step explanation:
given,
A=[4−246] and B=[231−2]
also,
3A - 2B + 2D = 0
3[4 −246] - 2[231 −2] + 2D = 0 {from above}
[12 -738] - [462 -4] +2D = 0
[-450 -742] +2D= 0
2D= -[-450 -742]
D = [225 371]
hence D = [225 371]
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