1
Question
If [9−14−213]=A+[12−1049], then find the matrix A
Open in App
Solution
[9−14−213]=A+[12−1049]Let, A=[abcdef]⇒[9−14−213]=[abcdef]+[12−1049]⇒[9−14−213]=[a+1b+2c−1d+0e+4f+9]
∴A=[8−35−2−3−6]Hence, the answer s [8−35−2−3−6].
[9−14−213]=A+[12−1049]
Let, A=[abcdef]
⇒[9−14−213]=[abcdef]+[12−1049]
⇒[9−14−213]=[a+1b+2c−1d+0e+4f+9]
∴A=[8−35−2−3−6]
Hence, the answer s [8−35−2−3−6].
Suggest Corrections
0
Similar questions
View More
Join BYJU'S Learning Program
Explore more
Join BYJU'S Learning Program
