Match List - I with List - II.

List - I

List - II

A.

Park test

I.

\( \hat{U_i^2}=\alpha_1+\alpha_2\left(\hat{Y}_i\right)^2+V_i \)

B.

Glejser test

II.

\( \ln \hat{U}_i^2=\alpha+\beta \ln X_i+V_i \\\)

C.

Koenker-Bassett test

III.

\( \left|\hat{U}_i\right|=\beta_1+\beta_2 \frac{1}{X_i}+V_i \\\)

D.

White's Heteroscedosticity test

IV.

\(\begin{aligned} & U_i^2=\alpha_1+\alpha_2 X_{2 i}+\alpha_3 X_{3 i}+\alpha_4 X_{2 i}^2+\alpha_5 X_{3 i}^2+ \\ & \alpha_6 X_{2 i} x_{3 i}+V_i \end{aligned}\)

Choose the correct answer from the options given below:

A - I, B - III, C - IV, D - II

A - I, B - IV, C - II, D - III

A - III, B - II, C - IV, D - I

A - II, B - III, C - I, D - IV

List - I		List - II
A.	Park test	I.	\( \hat{U_i^2}=\alpha_1+\alpha_2\left(\hat{Y}_i\right)^2+V_i \)
B.	Glejser test	II.	\( \ln \hat{U}_i^2=\alpha+\beta \ln X_i+V_i \\\)
C.	Koenker-Bassett test	III.	\( \left\|\hat{U}_i\right\|=\beta_1+\beta_2 \frac{1}{X_i}+V_i \\\)
D.	White's Heteroscedosticity test	IV.	\(\begin{aligned} & U_i^2=\alpha_1+\alpha_2 X_{2 i}+\alpha_3 X_{3 i}+\alpha_4 X_{2 i}^2+\alpha_5 X_{3 i}^2+ \\ & \alpha_6 X_{2 i} x_{3 i}+V_i \end{aligned}\)