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यदि A=[{:(3,-5),(-4,2):}] तो A^(2)-5A+14...

यदि `A=[{:(3,-5),(-4,2):}]` तो `A^(2)-5A+14I` ज्ञात कीजिए, जहाँ I इकाई आव्यूह है।

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If A={:[(3,-5),(-4,2)], find A^(2)-5A-14I.

If A=[(3,-5),(-4, 2)] , then find A^2-5A-14 I . .

If A=[[3,-5-4,2]], find A^(2)-5A-14I

If A=[[3,-5-4,2]], find A^(2)-5A-14I

If A=[{:(3,-5),(-4,2):}] then find A^(2)-5A- 14I . Hence, obtain A^(3) .

If A =((3, -5),(-4, 2)) show that A^2 -5A - 14I = 0 .

If A=[{:(3,-5),(-4," "2):}] . Find the value of A^(2)-5A-14"I"

If A=[{:(3,-5),(-4,2):}] , then find A^(2)-5A-14I . Hence , obtain A^(3) .

If A = [[3,-5],[-4,2]] ,show that A^2 -5A-14I =0.

If A = {:[(3,-5),(-4,2)] , show that A^2 - 5A-14I is a scalar matrix.