The monthly payment is $24000.05
For given question,
The loan taken as $600,000
So, Principal = $600,000
The rate of interest = 11.75 %
The time period (t) = 25 months
= 2.083 years
So, from compounded method,
⇒ Amount = Principal × [1 + (Rate/100)]^{t}
⇒ A = 600,000 + [1 + (11.75/100)]^(2.083)
⇒ A = 600,000 + (1.1175)^(2.083)
⇒ A = 600,000 + 1.2604
⇒ A = 600,001.3
Now we find the monthly payment.
Amount payment in monthly = 600,001.3 / 25
= 24000.05
Therefore, the monthly payment is $24000.05
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