Compute the following a) [−5−43−10−366−10594−1]+[−7310088804−3−80] b) −5[8−1070−9710−5−1015−10] c)[30−86−4−260−8−9−7−7]T

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Part (a)  Given:  [−5−43−10−366−10594−1]+[−7310088804−3−80]  By using matrix addition  [−5−43−10−366−10594−1]+[−7310088804−3−80]  =[−5+(−7)−4+33+10−10+0−3+86+86+8−10+05+49+(−3)4+(−8)−1+0]  [−12−113−1051414−1096−4−1]  Part (b)  Given:  −5[8−1070−9710−5−1015−10]  Using scalar multiplication of matrices.  −5[8−1070−9710−5−1015−10]=[−5(8)−5(−10)−5(7)−5(0)−5(−9)−5(7)−5(10)−5(−5)−5(−10)−5(1)−5(5)−5(−10)]  [−4050−35045−35−502550−5−2550]  Part (c)  Given:  [30−86−4−260−8−9−7−7]T  Transpose of a matrix is obtained by flipping matrix along diagonal,  [30−86−4−260−8−9−7−7]T=[366−90−40−7−8−2−8−7]

Compute the following a) [−5−43−10−366−10594−1]+[−7310088804−3−80] b) −5[8−1070−9710−5−1015−10] c)[30−86−4−260−8−9−7−7]T

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