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$Download Lagu Without expanding prove that, `\|{:(b^2c^2,bc,b+c),(c^2a^2,ca,c+a),(a^2b^2,ab,a+b):}\|=0`$	Without expanding prove that, `\|{:(b^2c^2,bc,b+c),(c^2a^2,ca,c+a),(a^2b^2,ab,a+b):}\|=0` (Doubtnut) View
	Without expanding show that `\|[b^2c^2,b c, b+c],[c^2a^2,c a ,c+a ],[a^2b^2,a b ,a+b]\|=0` (Doubtnut) View
	Let a, b and c be such that a + b + c= 0 and P=a^(2)/(2a^(2)+ bc) + b^(2)/(2b^(2) + ca) + c^(2)/... (Doubtnut) View
$Download Lagu Without expanding the determinant , prove that \|{:(a, a^(2),bc),(b,b^(2),ca),(c,c^(2),ab):}\|=\|{:...$	Without expanding the determinant , prove that \|{:(a, a^(2),bc),(b,b^(2),ca),(c,c^(2),ab):}\|=\|{:... (Doubtnut) View
	Without expanding the determinant, prove that \|[ a a^2 b c; b b^2 c a; c c^2 a b ]\|=\|[ 1 ... (PW Solutions) View
	Show that:det [[a - b - c, 2a, 2a], [2b, b - c - a, 2b], [2c, 2c, c - a - b]] = (a + b + c) ^ 3 (Mathematics Untold) View
	Prove that ` \|[(b+c)^2, a^2, bc],[(c+a)^2, b^2, ca],[(a+b)^2, c^2, ab]\|=(a-b)(b-c)(c-a)(a+b+c)(a... (Doubtnut) View
	If `a, b, u0026 c` are nonzero real numbers, then `\|(b^2c^2,bc,b+c),(c^2a^2,ca,c+a),(a^2b^2,ab,a (Doubtnut) View
	If a+b+c=0 then prove that a2/(2a2+bc)+b2/(2b2+ac)+c2/(2c2+ab)=1/Class 10 Math From Test Paper (Science Express) View
	Prove that ` \|[a^2, a^2-(b-c)^2, bc],[b^2, b^2-(c-a)^2, ca],[c^2, c^2-(a-b)^2, ab]\|=(a-b)(b-c)(c... (Doubtnut) View

$Download Lagu Without expanding prove that, `\|{:(b^2c^2,bc,b+c),(c^2a^2,ca,c+a),(a^2b^2,ab,a+b):}\|=0`$	Without expanding prove that, `\|{:(b^2c^2,bc,b+c),(c^2a^2,ca,c+a),(a^2b^2,ab,a+b):}\|=0` (Doubtnut) View
	Without expanding show that `\|[b^2c^2,b c, b+c],[c^2a^2,c a ,c+a ],[a^2b^2,a b ,a+b]\|=0` (Doubtnut) View
	Let a, b and c be such that a + b + c= 0 and P=a^(2)/(2a^(2)+ bc) + b^(2)/(2b^(2) + ca) + c^(2)/... (Doubtnut) View
$Download Lagu Without expanding the determinant , prove that \|{:(a, a^(2),bc),(b,b^(2),ca),(c,c^(2),ab):}\|=\|{:...$	Without expanding the determinant , prove that \|{:(a, a^(2),bc),(b,b^(2),ca),(c,c^(2),ab):}\|=\|{:... (Doubtnut) View
	Without expanding the determinant, prove that \|[ a a^2 b c; b b^2 c a; c c^2 a b ]\|=\|[ 1 ... (PW Solutions) View
	Show that:det [[a - b - c, 2a, 2a], [2b, b - c - a, 2b], [2c, 2c, c - a - b]] = (a + b + c) ^ 3 (Mathematics Untold) View
	Prove that ` \|[(b+c)^2, a^2, bc],[(c+a)^2, b^2, ca],[(a+b)^2, c^2, ab]\|=(a-b)(b-c)(c-a)(a+b+c)(a... (Doubtnut) View
	If `a, b, u0026 c` are nonzero real numbers, then `\|(b^2c^2,bc,b+c),(c^2a^2,ca,c+a),(a^2b^2,ab,a (Doubtnut) View
	If a+b+c=0 then prove that a2/(2a2+bc)+b2/(2b2+ac)+c2/(2c2+ab)=1/Class 10 Math From Test Paper (Science Express) View
	Prove that ` \|[a^2, a^2-(b-c)^2, bc],[b^2, b^2-(c-a)^2, ca],[c^2, c^2-(a-b)^2, ab]\|=(a-b)(b-c)(c... (Doubtnut) View