1. Suppose we want to measure the impact of "PROGRAM A" on vaccination uptake. PROGRAM A was designed as a randomized control trial where 100 villages were chosen randomly. Among the 100 villages, 50 villages were in the treated group and the remaining 50 villages were in the control group. In treated villages, women below the income level of Rs. 30,000 received a cash transfer of Rs. 1000 while in the control village, women below the income level of Rs. 30,000 didn't receive a cash transfer. A baseline survey was conducted before the cash transfer intervention. It was found that the mean vaccination uptake of the treated group was 86% and the control group was 85%. Two years after cash transfer, another survey was conducted, and it was found that the mean vaccination uptake of the treated group was 96% and the vaccination uptake of the control group was 89%. Based on this information answer the following. I. What is the main outcome of interest? (1) II. What is the main independent variable? (1) III. IV. V. What is the treatment? (1) Who was eligible to receive the treatment? (1) What is the impact of "PROGRAM A" on the vaccination uptake? Show your work to receive full credit and your answer should be a numerical value. (4) 2. Assume a two good economy: wheat and clothing. The price of wheat is Rs. 5 and clothing is Rs. 4 and the total income of Ramesh Dai is 80. I. II. III. IV. V. Draw a budget constraint labeling the x and y-intercepts. Put wheat on the x-axis and clothing on the y-axis. (2) Is the consumption bundle (6,14) affordable to this consumer? (1) Suppose the optimum consumption bundle is (12,5). Draw the indifference curve where the optimum consumption bundle lies on. (2) Show your new budget constraint after the government distributes wheat of 6 units (only a well-labeled graph will receive full points) (2) Draw a new indifference curve and find a new consumption bundle that maximizes Ramesh Dai's utility after the wheat distribution. Would he prefer the wheat transfer or cash transfer of equal value based on your graph? Explain in words. Hint: New Indifference curve should be parallel to the old indifference curve