Question

Meena has a cumulative deposit amount of ₹ 400 per month at 10% per annum simple interest. If she gets ₹ 26550 at the time of maturity. Find the total time for which the account was held ?​

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Answer 1

Step-by-step explanation:

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★Common factor

★Common factor5n² + 1205n-79650

★Common factor5n² + 1205n-796505(n² +241n 15930)

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)5(n²+295n-54n - 15930)

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)5(n²+295n-54n - 15930)★Common factor from the two pairs

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)5(n²+295n-54n - 15930)★Common factor from the two pairs5(n²+295n - 54n - 15930)

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)5(n²+295n-54n - 15930)★Common factor from the two pairs5(n²+295n - 54n - 15930)5(n(n+295) 54(n +295))

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)5(n²+295n-54n - 15930)★Common factor from the two pairs5(n²+295n - 54n - 15930)5(n(n+295) 54(n +295))★Rewrite in factored form

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)5(n²+295n-54n - 15930)★Common factor from the two pairs5(n²+295n - 54n - 15930)5(n(n+295) 54(n +295))★Rewrite in factored form5(n(n+295) 54(n +295))

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)5(n²+295n-54n - 15930)★Common factor from the two pairs5(n²+295n - 54n - 15930)5(n(n+295) 54(n +295))★Rewrite in factored form5(n(n+295) 54(n +295))5(n54)(n+295)

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)5(n²+295n-54n - 15930)★Common factor from the two pairs5(n²+295n - 54n - 15930)5(n(n+295) 54(n +295))★Rewrite in factored form5(n(n+295) 54(n +295))5(n54)(n+295)Step-by-step explanation:

★Common factor5n² + 1205n-796505(n² +241n 15930)★Use the sum-product pattern5(n² +241n 15930)5(n²+295n-54n - 15930)★Common factor from the two pairs5(n²+295n - 54n - 15930)5(n(n+295) 54(n +295))★Rewrite in factored form5(n(n+295) 54(n +295))5(n54)(n+295)Step-by-step explanation:54months= 4.5 years

Answer 2

Answer:

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