Match the entries of Column I with their correct mathematical expressions in Column II Column I Column II A Balanced condition of wheatstone bridge 1 (R1/R2)=(R3/R4) B Comparison of emf of two cells field. 2 (R/S)=(l1/100-l1) C Determination of internal resistance of a cell 3 (E1/E2)=(l1/l2) D Determination of unknown resistance by meter bridge 4 r=R((l1/l2)-1)

Question

Match the entries of Column I with their correct mathematical expressions in Column II Column I Column II A Balanced condition of wheatstone bridge 1 (R1/R2)=(R3/R4) B Comparison of emf of two cells field. 2 (R/S)=(l1/100-l1) C Determination of internal resistance of a cell 3 (E1/E2)=(l1/l2) D Determination of unknown resistance by meter bridge 4 r=R((l1/l2)-1) (A) (A) arrow (4); (B) arrow (2); C arrow(3) ; (D) arrow (1) (B) (A) arrow (1); (B) arrow (3); C arrow (4); (D) arrow (2) (C) (A) arrow (3); (B) arrow (4); C arrow(2) ; (D) arrow (1) (D) (A) arrow(4) ; (B) arrow (3) ; C arrow (2) ;( D ) arrow (1)

Tardigrade Admin · Accepted Answer

Correct answer is (b) (A) arrow (1); (B) arrow (3); C arrow (4); (D) arrow (2)

(A) $\to$ (4); (B) $\to$ (2); $C \to$ (3) ; (D) $\to$ (1)

(A) $\to$ (1); (B) $\to$ (3); $C \to$ (4); (D) $\to$ (2)

(A) $\to$ (3); (B) $\to$ (4); $C \to$ (2) ; (D) $\to$ (1)

(A) $\to$ (4) ; (B) $\to$ (3) ; C $\to$ (2) ;( D ) $\to$ (1)

Correct answer is (b) (A) $\to$ (1); (B) $\to$ (3); $C \to$ (4); (D) $\to$ (2)

Column I		Column II
A	Balanced condition of wheatstone bridge	1	$\frac{R _{1}}{R _{2}} = \frac{R _{3}}{R _{4}}$
B	Comparison of emf of two cells field.	2	$\frac{R}{S} = \frac{l _{1}}{100 - l _{1}}$
C	Determination of internal resistance of a cell	3	$\frac{E _{1}}{E _{2}} = \frac{l _{1}}{l _{2}}$
D	Determination of unknown resistance by meter bridge	4	$r = R (\frac{l _{1}}{l _{2}} - 1)$

(A) → (4); (B) → (2); C→(3) ; (D) → (1)

(A) → (1); (B) → (3); C→ (4); (D) → (2)

(A) → (3); (B) → (4); C→(2) ; (D) → (1)

(A) →(4) ; (B) → (3) ; C→ (2) ;( D )→ (1)

Correct answer is (b) (A) → (1); (B) → (3); C→ (4); (D) → (2)

(A) $\to$ (4); (B) $\to$ (2); $C \to$ (3) ; (D) $\to$ (1)

(A) $\to$ (1); (B) $\to$ (3); $C \to$ (4); (D) $\to$ (2)

(A) $\to$ (3); (B) $\to$ (4); $C \to$ (2) ; (D) $\to$ (1)

(A) $\to$ (4) ; (B) $\to$ (3) ; C $\to$ (2) ;( D ) $\to$ (1)

Correct answer is (b) (A) $\to$ (1); (B) $\to$ (3); $C \to$ (4); (D) $\to$ (2)