For what respective values of 's' and 't' such that L.H.S is equal to R.H.S for equations 2s + 3 = 15 and $\frac{5 t}{9} = 10$
A) s = 7; t = 18
B) s = 6; t = 16
C) s = 6; t = 18
D) s = 7, t = 16

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Find the G.P. if

(a) T₃ : T₆ = 1 : 8 and T₅ = 64

(b) T₄ : T8 = 1 : 81 and T₆ = 486

(d) S₈ : S₄ = 97 : 81 and T₅ = 16

Find the respective values of ‘s’ and ‘t’, such L.H.S. is equal to R.H.S. for equations, 2s + 3 = 15 and $\frac{5 t}{9}$ =10

A. s = 7; t = 18

B. s = 6; t = 16

C. s = 6; t = 18

D. s = 7, t = 16

Solve the following pair of linear equations by the substitution method.
$s - t = 3; \frac{s}{3} + \frac{t}{2} = 6$

Q. Let

A, B, C, D

be (not necessarily square) four matrices such that

A^{T} = B C D;

B^{T} = C D A;

C^{T} = D A B

and

D^{T} = A B C .

S = A B C D,

then

Q. Solve for s and t.

s - t = 3

\frac{s}{3} + \frac{t}{2} = 6

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For what respective values of 's' and 't' such that L.H.S is equal to R.H.S for equations 2s + 3 = 15 and 5t9 = 10 A) s = 7; t = 18​ B) s = 6; t = 16​ C) s = 6; t = 18​ D) s = 7, t = 16​

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For what respective values of 's' and 't' such that L.H.S is equal to R.H.S for equations 2s + 3 = 15 and $\frac{5 t}{9} = 10$
A) s = 7; t = 18
B) s = 6; t = 16
C) s = 6; t = 18
D) s = 7, t = 16