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Catalogs Discussion Forums -> Algebra -> Matrices -> Go to message
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Sorry tarinbansal but answer is 5.
Catalogs Discussion Forums -> Algebra -> Matrices -> Go to message
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Pls. someone help
Catalogs Discussion Forums -> Algebra -> Matrices -> Go to message
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Have test 2morrow. pls. Help.
Catalogs Discussion Forums -> Algebra -> Matrices -> Go to message
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Test 2moorow help.
Catalogs Discussion Forums -> Algebra -> find min a + b such that a+11b and a+13b are multiples of 13 and 11 resp. a,b>0 -> Go to message
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Acc. to u reasoning that b min is 10 is wrong. Could u pls. explain me how.
Catalogs Discussion Forums -> Algebra -> Determinent -> Go to message
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Pls. ans someone.
Catalogs Discussion Forums -> Algebra -> Show that the value of the determinent ... -> Go to message
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Pls. ans. someone.
Catalogs Discussion Forums -> Algebra -> Matrices -> Go to message
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Pls. ans. someone
Catalogs Discussion Forums -> Algebra -> Matrices -> Go to message
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Pls someone ans.
Catalogs Discussion Forums -> Algebra -> find min a + b such that a+11b and a+13b are multiples of 13 and 11 resp. a,b>0 -> Go to message
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Given : a+11b=k(13) - (i)
a+13b=k'(11) - (ii)
and, (a,b) belongs to Natural no.'s
Proof : (a+11b)+2b=k'(11)
b=[k'(11)-k(13)]/2
Therefore, b(min.)=10 [because, b belongs to Natural no.)
Now, for a(min.)=46 eq. (i) & (ii) are satisfied
Hence, a+b(min.)=46+10=56
Catalogs Discussion Forums -> Algebra -> Matrices -> Go to message
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Pls someone ans.
Catalogs Discussion Forums -> Algebra -> find min a + b such that a+11b and a+13b are multiples of 13 and 11 resp. a,b>0 -> Go to message
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min. (a+b) = 56

Catalogs Discussion Forums -> Algebra -> find min a + b such that a+11b and a+13b are multiples of 13 and 11 resp. a,b>0 -> Go to message
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No I'm also getting 7.


a+11b = k(13)


a+13b= k'(11)


(a+11b) + 2b =k'(11)


b = k'(11) - k(13) (but b>0)  => b = 9/2 and therefore, a = 5/2


Hence a + b = 7

Catalogs Discussion Forums -> Algebra -> Matrices -> Go to message
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Ques> If x, y, z are not all simultaneously equal to zero, satisfying the system the system of equations


(sin3)x - y + z = 0 ;   (cos2)x + 4y + 3z = 0  and   2x + 7y + 7z = 0


then the number of principal values of  is


a) 2         b) 4         c) 5        d)6

Catalogs Discussion Forums -> Algebra -> Matrices -> Go to message
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Ques> Number of triplets of a, b and c for which the system of equations,


ax - by = 2a - b    and   (c+1)x + cy = 10 - a + 3b


has infinitely many solutions and x = 1, y = 3 is one of the solutions, is


a) exactly one      b) exactly two      c)exactly three     d) infinitely many

 
 
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