Question
If an enterprise and its acquirer have assets totaling
more than ₹500 million outside India, what is the minimum asset value in India that must also be met for it to qualify as a combination?Solution
Section 5 Combination: The acquisition of one or more enterprises by one or more persons or merger or amalgamation of enterprises shall be a combination of such enterprises and persons or enterprises, if- (a) any acquisition where-- (i) the parties to the acquisition, being the acquirer and the enterprise, whose control, shares, voting rights or assets have been acquired or are being acquired jointly have,-- (A) either, in India, the assets of the value of more than rupees one thousand crores or turnover more than rupees three thousand crores; or (B) in India or outside India, in aggregate, the assets of the value of more than five hundred million US dollars, including at least rupees five hundred crores in India, or turnover more than fifteen hundred million US dollars, including at least rupees fifteen hundred crores in India; or; or (ii) the group, to which the enterprise whose control, shares, assets or voting rights have been acquired or are being acquired, would belong after the acquisition, jointly have or would jointly have,-- (A) either in India, the assets of the value of more than rupees four thousand crores or turnover more than rupees twelve thousand crores; or (B) in India or outside India, in aggregate, the assets of the value of more than two billion US dollars, including at least rupees five hundred crores in India, or turnover more than six billion US dollars, including at least rupees fifteen hundred crores in India.
If 4 2 x 1.5 0.5
Then, 1/3 x + 2.5 = ?
2401 2402 1203 ? 105 26
...The number of terms in the sequence 5, 20, 80, 320,……………., 5120 is:
6 16 116 566 2272 6814
13 a �...
21 84 168 172 ? 348
...13 24 75 134 447 892
...If 7 16 x 90 171 292
Then, 2x 2 + 1 + x ...
15 12 ? 9 21 6
...17 26 37 �...
If the first term of the arithmetic progression is 18, the common difference is 5, and the number of terms in the series are 40, then find the sum of th...