Answer:
$9,760.48
Explanation:
Present value of annuity due = P* [[1 - (1+r)^-(n-1)] / r] + P. Where P = Periodic payment = $1,000, r = Rate of interest per period 4% (0.48/12), n = number of payments 12 (12*1)
Present value of annuity = $1000 * [[1 - (1 + 0.04)^-(12-1)] / 0.04] + $1000
Present value of annuity = $1000*8.760475 + $1000
Present value of annuity = $8760.48 + $1000
Present value of annuity = $9,760.48
Suppose a market basket of goods and services costs $400 in the base year and the consumer price index (cpi) is currently 125. This indicates the price of the market basket of goods is now <u>$275</u>.
Inflation is a boom within the standard fee stage. The respectable inflation price is tracked with the aid of calculating changes in a degree called the consumer price index (CPI). The CPI tracks modifications in the cost of residing through the years. Like different financial measures it does a quite precise job of this.
The consumer price index is referred to as that index that is utilized in calculating the retail inflation within the economic system by monitoring the modifications in costs of most normally used goods and services. In other words, the patron charge index calculates the changes in the rate of a common basket of products and offerings.
The CPI tracks the change in retail fees of products and offerings which families buy for or their daily intake. To degree inflation, we estimate how a great deal CPI has accelerated in terms of percentage change over the identical length of the preceding 12 months. If expenses have fallen, it is referred to as deflation (negative inflation).
Learn more about the consumer price index here brainly.com/question/1889164
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