3 If the matrix A=[■(0&r&-2@3&p&t@q&-4&0)] is skew-symmetric, then value of (q+t)/(p+r) is....(A) -

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Q3. If the matrix 𝐴 = [ 0 𝑟 −2 3 𝑝 𝑡 𝑞 −4 0 ] is skew-symmetric, then value of 𝑞+𝑡 𝑝+𝑟 is…. (A)−2 Q3. If the matrix 𝐴 = [ 0 𝑟 −2 3 𝑝 𝑡 𝑞 −4 0 ] is skew-symmetric, then value of 𝑞+𝑡 𝑝+𝑟 is…. (A)−2
If the matrix A =[[0, r, -2],[3, p, t],[q, -4, 0]] is skew symmetric , then the value of (q+t )/(p+r If the matrix A =[[0, r, -2],[3, p, t],[q, -4, 0]] is skew symmetric , then the value of (q+t )/(p+r
Q) If the matrix 𝐴=[(0 𝑟 −2 3 𝑡 𝑞 −4 0)] is skew- symmetric, then value of (𝑞+𝑡)/(𝑝+𝑟) Q) If the matrix 𝐴=[(0 𝑟 −2 3 𝑡 𝑞 −4 0)] is skew- symmetric, then value of (𝑞+𝑡)/(𝑝+𝑟)
Question 3 - If the matrix A is skew-symmetric, then value of (q + t)/(p + r) Question 3 - If the matrix A is skew-symmetric, then value of (q + t)/(p + r)
If A is a skew-symmetric matrix of order 3, then find the value of |A|. | CLASS 12 | NONE | MATH... If A is a skew-symmetric matrix of order 3, then find the value of |A|. | CLASS 12 | NONE | MATH...
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22. Determinants - (MISC) - If A is a Skew Symmetric Matrix of order 3, then write the value of |A|. 22. Determinants - (MISC) - If A is a Skew Symmetric Matrix of order 3, then write the value of |A|.