True.
Segmentation allows a firm to break the customer market by different categories and groups, such as demographics, market location, age, gender, and more. The segmentation process uses data to help the firm choose its target market to capture the most value. The customer group selected is then the target market for the firm.
Answer:
4%
Explanation:
Simple interest is calculated using the formula
I = p x r x t
in this case, the interest I is the total amount-principal amount
I = $50,000- $46,875
=$3,125
$3,125 = 46,875 x r x 1 year 8 months
$3,125 =46,875 x r/100 x 1.67
3125=78,281.25 x r/100
$3125 x 100 = 78,281.25 x r
$312500= 78,281.25
r=312500/78,281.25
r=3.992
r=4%
Answer:
The correct option is A
Explanation:
Mass marketing is the kind of market approach, in which the business or the firm decides to ignore or disregard the differences in the market segment and reconsider the full market with the one approach or the strategy, that supports the broadcasting idea, so that it will reach to the huge number of people.
This kind of marketing is the one which is a point of convergence on the newspapers, radio and television as the media used to approach the audience. So, it is engaging or involving in the mass marketing.
Answer:
Price of bond= $1,922.92
Explanation:
<em>The value of the bond is the present value(PV) of the future cash receipts expected from the bond. The value is equal to present values of interest payment plus the redemption value (RV). </em>
Value of Bond = PV of interest + PV of RV
Semi-annual interest = 4.93% × 2,000 × 1/2 =49.3
Semi-annual yield = 5.29%/2= 2.65%
PV of interest payment
PV = A (1- (1+r)^(-n))/r
A- 49.3, r-0.02645, n- 16×2
= 49.3× (1-(1.02645)^(-10)/0.02645)
= 1,055.521
PV of redemption Value
<em>PV = F × (1+r)^(-n)
</em>
F-2000, r-0.02645, n- 16
×2
PV = 2,000 × 1.02645^(-16×2)
PV = 867.402
Price of Bond
1055.52 + 867.40 =1,922.92
= $1,922.92
Answer:
Bookstore A
The lot size that minimizes costs = 19
The number of times per year to place an order = 6 times.
Explanation:
a) Data and Calculations:
Expected sales units during the next year = 120 calculus textbooks
Cost of storing one calculus textbook for one year = $180 ($1.50 * 120)
Reorder cost = $274 ($10 + $2.20 * 120)
Lot size of order = square root of (2 * 120 * $274)/$180
= square root of 65,760/$180
= square root of 365
= 19 units
Number of times per year to place order = 6 (120/19)