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<blockquote data-quote="Chootyputha2014" data-source="post: 30954696" data-attributes="member: 500465"><p>Menna meka base karan mama kiwwe. </p><p>Got it <img class="smilie smilie--emoji" loading="lazy" alt="👍" title="Thumbs up :thumbsup:" src="https://cdn.jsdelivr.net/joypixels/assets/6.6/png/unicode/64/1f44d.png" data-shortname=":thumbsup:" /> Let’s carefully check this investment plan.</p><p></p><p>You said:</p><p></p><ul> <li data-xf-list-type="ul">Investment term: <strong>2 years (24 months)</strong></li> <li data-xf-list-type="ul">Bank promises: <strong>LKR 500,000 at the end</strong></li> <li data-xf-list-type="ul">Your monthly installment: <strong>LKR 19,000</strong></li> <li data-xf-list-type="ul">Stated annual interest rate: <strong>9%</strong></li> </ul><hr /><h3>Step 1: Total money you invest</h3><p>19,000×24=456,000 LKR19,000 \times 24 = 456,000 \text{ LKR}19,000×24=456,000 LKR</p><p>So, you deposit <strong>LKR 456,000</strong> in total.</p><p></p><hr /><h3>Step 2: Final return</h3><p>You receive <strong>LKR 500,000</strong> at maturity.</p><p></p><p>Profit = 500,000−456,000=44,000500,000 - 456,000 = 44,000500,000−456,000=44,000</p><p></p><hr /><h3>Step 3: Effective return</h3><p>44,000456,000≈9.65% total (2 years)\frac{44,000}{456,000} \approx 9.65\% \text{ total (2 years)}456,00044,000≈9.65% total (2 years)</p><p>Annualized return:</p><p></p><p>(500,000456,000)12−1≈4.7% per year\left(\frac{500,000}{456,000}\right)^{\tfrac{1}{2}} - 1 \approx 4.7\% \text{ per year}(456,000500,000)21−1≈4.7% per year</p><hr /><h3>Step 4: Compare with stated 9%</h3> <ul> <li data-xf-list-type="ul">Bank says <strong>9% annual</strong>, but <strong>your effective yield is ~4.7% annual</strong>.</li> <li data-xf-list-type="ul">This happens because you are depositing in <strong>monthly installments</strong>, not as a lump sum. The first installments stay invested longer, later ones much shorter. So the actual effective rate is lower.</li> </ul><hr /><p><img class="smilie smilie--emoji" loading="lazy" alt="✅" title="Check mark button :white_check_mark:" src="https://cdn.jsdelivr.net/joypixels/assets/6.6/png/unicode/64/2705.png" data-shortname=":white_check_mark:" /> <strong>Verdict:</strong></p><p></p><ul> <li data-xf-list-type="ul">You are <strong>getting profit</strong>, but not a true <strong>9% annual yield</strong>.</li> <li data-xf-list-type="ul">Actual benefit ≈ <strong>4.7% per year</strong>, which is <strong>much lower</strong> than fixed deposits in Sri Lanka right now (often above 8–10% for 1 year).</li> <li data-xf-list-type="ul">So, <strong>not really worth it</strong> unless you prefer the disciplined savings method (forced monthly saving + lump sum maturity).</li> </ul></blockquote><p></p>
[QUOTE="Chootyputha2014, post: 30954696, member: 500465"] Menna meka base karan mama kiwwe. Got it 👍 Let’s carefully check this investment plan. You said: [LIST] [*]Investment term: [B]2 years (24 months)[/B] [*]Bank promises: [B]LKR 500,000 at the end[/B] [*]Your monthly installment: [B]LKR 19,000[/B] [*]Stated annual interest rate: [B]9%[/B] [/LIST] [HR][/HR] [HEADING=2]Step 1: Total money you invest[/HEADING] 19,000×24=456,000 LKR19,000 \times 24 = 456,000 \text{ LKR}19,000×24=456,000 LKR So, you deposit [B]LKR 456,000[/B] in total. [HR][/HR] [HEADING=2]Step 2: Final return[/HEADING] You receive [B]LKR 500,000[/B] at maturity. Profit = 500,000−456,000=44,000500,000 - 456,000 = 44,000500,000−456,000=44,000 [HR][/HR] [HEADING=2]Step 3: Effective return[/HEADING] 44,000456,000≈9.65% total (2 years)\frac{44,000}{456,000} \approx 9.65\% \text{ total (2 years)}456,00044,000≈9.65% total (2 years) Annualized return: (500,000456,000)12−1≈4.7% per year\left(\frac{500,000}{456,000}\right)^{\tfrac{1}{2}} - 1 \approx 4.7\% \text{ per year}(456,000500,000)21−1≈4.7% per year [HR][/HR] [HEADING=2]Step 4: Compare with stated 9%[/HEADING] [LIST] [*]Bank says [B]9% annual[/B], but [B]your effective yield is ~4.7% annual[/B]. [*]This happens because you are depositing in [B]monthly installments[/B], not as a lump sum. The first installments stay invested longer, later ones much shorter. So the actual effective rate is lower. [/LIST] [HR][/HR] ✅ [B]Verdict:[/B] [LIST] [*]You are [B]getting profit[/B], but not a true [B]9% annual yield[/B]. [*]Actual benefit ≈ [B]4.7% per year[/B], which is [B]much lower[/B] than fixed deposits in Sri Lanka right now (often above 8–10% for 1 year). [*]So, [B]not really worth it[/B] unless you prefer the disciplined savings method (forced monthly saving + lump sum maturity). [/LIST] [/QUOTE]
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