The investigation into the tragic case of three teenage sisters who died by jumping from the ninth floor of their apartment building in Ghaziabad, India, has revealed shocking secrets behind their deaths. The police investigation has found that the father, Chetan Kumar, had been lying about the reason behind his second marriage, which contradicts the age of his eldest daughter.
According to reports, Chetan Kumar, a stockbroker, was heavily indebted with a loan of 2 crore rupees. He had been struggling financially, to the point where he sold his daughters’ mobile phones to pay electricity bills and did not send them to school since the COVID-19 pandemic. The police investigation has revealed that Chetan Kumar had been living with his three wives and five children in a three-room flat in Ghaziabad.
The three sisters, Pachhi (12), Prachi (14), and Vishika (16), had died by jumping from the ninth floor of their apartment building, but the investigation has revealed that the reason behind their deaths may not be what their father initially claimed. Chetan Kumar had initially stated that his daughters were addicted to online games and that he had taken away their mobile phones, but the police investigation has found that this was not the case.
The police investigation has also revealed that Chetan Kumar had been living a lie about his marriage, and that he had not disclosed the true reason behind his second marriage to his first wife. The police have stated that Chetan Kumar had been trying to hide his third marriage, which he had taken place in 2023.
The investigation has also found that the three sisters had been living in a small room in the flat, despite having three separate rooms available. The police have stated that Chetan Kumar’s behavior was suspicious, and that he had been trying to cover up the true reason behind his daughters’ deaths.
The case has sparked outrage in India, with many calling for Chetan Kumar to be held accountable for his actions. The police investigation is ongoing, and it is unclear what the final outcome will be.
