माना A=[a(ij)](3xx3)एक आव्यूह है। यदि A+...

माना `A=[a_(ij)]_(3xx3)`एक आव्यूह है। यदि `A+A^(T)=[(6,4,4),(a_(21)+a_(12),10,a_(23)+a_(32)),(a_(31)+a_(13),4,8)]` है जहाँ `a_(12),a_(23)` तथा `a_(31)`समीकरण `x^(3)-6x^(2)+px-8=0,p in R `के धनात्मक मूल है तो det(A) का मान ज्ञात कीजिये [`A^(T)`आव्यूह A के परिवर्त को निरूपित करता है ]

Verified by Experts

The correct Answer is:

DETERMINANT & MATRICS
BANSAL HINDI|Exercise EXERCISE-1 SPECIAL DPP -6 [SINGLE CORRECT CHOICE TYPE ]|4 Videos
DETERMINANT & MATRICS
BANSAL HINDI|Exercise EXERCISE-1 SPECIAL DPP -6 [PARAGRAPH TYPE ]|6 Videos
DETERMINANT & MATRICS
BANSAL HINDI|Exercise EXERCISE-1 SPECIAL DPP -5 [MATRIX TYPE]|1 Videos
CONIC SECTION (PARABOLA,ELLIPSE & HYPERBOLA)
BANSAL HINDI|Exercise EXERCISE - 5|18 Videos
INDEFENITE & DEFINITE INTEGRATION
BANSAL HINDI|Exercise EXERCISE -5 ( Rank Booster) |23 Videos