Markets make handsome gains post interim budgets
The recent interim budget for the year 2019-20 was presented on February 1, 2019. The stock market reacted positively and the BSE Sensex for that day closed with gains of more than 200 points. In this week too, Sensex has been going up and has gained by more than 500 points since the budget day.
We have analysed how the Sensex has performed over the next three months immediately after the budget was presented every year. We have considered the data for the last 10 years. An interesting trend was seen in the data. In the last 10 years, two interim budgets were presented before the new government presented its first Union budget.
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)
As we can see, Sensex has given the highest returns post the presentation of the interim budget. If this trend continues, one can expect Sensex to deliver double digit returns over the next 3-4 months. Also, out of the last 5 years’ returns, Sensex has given more than 10 per cent returns post the budget for three years (including FY2014-15) .
From 2009-14, the Congress party was in power, while from 2014, the BJP has been in the saddle at the Centre till date. The recent interim budget was presented by the BJP government. The upcoming Lok Sabha elections in April-May 2019 would decide which party would form the government. It would be interesting to watch how the markets will react to this momentous event.