'/><rect width='800' height='360' fill='url(%23dots)'/><g transform='translate(120 80)'><g stroke='%23ffffff' stroke-opacity='0.2' stroke-width='1'><line x1='0' y1='40' x2='560' y2='40'/><line x1='0' y1='100' x2='560' y2='100'/><line x1='0' y1='160' x2='560' y2='160'/></g><g fill='%23ffffff' fill-opacity='0.35'><rect x='10' y='140' width='30' height='40' rx='3'/><rect x='60' y='120' width='30' height='60' rx='3'/><rect x='110' y='100' width='30' height='80' rx='3'/><rect x='160' y='80' width='30' height='100' rx='3'/><rect x='210' y='60' width='30' height='120' rx='3'/><rect x='260' y='40' width='30' height='140' rx='3'/><rect x='310' y='30' width='30' height='150' rx='3'/><rect x='360' y='20' width='30' height='160' rx='3'/></g><path d='M 25 150 Q 125 110 175 95 T 325 35 L 395 15' fill='none' stroke='%23ffffff' stroke-width='5' stroke-linecap='round'/><circle cx='395' cy='15' r='12' fill='%23ffffff'/><circle cx='395' cy='15' r='6' fill='%23FF801E'/><g transform='translate(460 -10)' fill='%23ffffff' fill-opacity='0.85'><path d='M 0 30 L 30 0 L 60 30 L 45 30 L 45 70 L 15 70 L 15 30 Z'/></g></g></svg>)
Options
-
Perpetuity growth method
Correct answer
- B
Prevailing interest rates
- C
Prevailing inflation rates
- D
None of the above
Why this is the answer
The Perpetuity Growth Method, or Gordon Growth Model, calculates terminal value in discounted cash flow (DCF) analysis for firms expected to grow at a constant rate indefinitely after an initial high-growth phase. Terminal Value = Final Year Cash Flow × (1 + g) ÷ (Discount Rate – g), where g is perpetual growth. Other options like interest or inflation rates are not directly used for terminal value calculations.
Test yourself for real
Take a full NISM Series XV mock test.
Same duration, same weighting, same difficulty distribution as the real exam — with explanations on every question.