Answer:
b. a branding strategy in which a company uses one name for all of its products in a product class.
Explanation:
Multi-product branding is a branding strategy in which a company uses one name for all of its products in a product class.
Multi-product branding is a business strategy widely used by manufacturers, it involves producing and selling multiple products using the same brand name for all.
For instance, Pears may have Pears diapers, clothing lines, lipstick ranges, shoes, body lotions, eye shadow, foundation etc. They are all different products manufactured and all branded as Pears.
The merits and advantages of Multi-product branding is high brand awareness, low promotional and advertising costs, and brand equity return.
Answer:
Beta is 1.8
Explanation:
CAPM or capital asset pricing model is used to compute expected return on stock by establishing relationship between expected returns and systematic risk (also called beta).
Given:
Return on mutual fund = 14%
Risk free rate (Rf) = 5%
Market return (Rm) = 10%
Risk premium = Rm - Rf
= 10% - 5%
= 5%
CAPM formula:
Returns = Rf + β(Rp)
14% = 5% + β(5%)
β = 9 / 5
β = 1.8
Beta of mutual fund is 1.8
Answer:
$21,370
Explanation:
A composite unit is a set of different products grouped together in proportion to their sales mix. The unit is a basis for grouping products from different segments of an entity together with the aim of managing inventory levels, break even points, and sales.
The selling price of the composite unit can be calculated as follows:
||Bicycle model |No. of bicycles |Unit selling price |Total per composite unit
|Youth models| 5 | 440 | 2,200
|Adult models| 9 | 990 | 8,910
|Recreational models| 6 | 1,140 | <u>10,260</u>
Selling price per composite unit <u>21,370</u>
Answer:
<em>Hamburgers = 27</em>
<em>Sodas = 93</em>
Explanation:
Let x = Hamburgers
y= Sodas
Now form a system of equation aX + bY = C
where
a= 1.75 = coefficient of variable X
b= 0.75 = coefficient of variable Y
C= 117.50
Put these values in above equation
1.75x + 0.75y = 117.50 . . . . . (1)
Since I sold total of 120 hamburgers and sodas, we can write
x + y = 120 . . . . . (2)
or y = 120 - x ....... put this value in eq.1
1.75x + 0.75( 120 - x ) = 117.50
1.75x + 90 - 0.75x = 117.50
90 + x = 117.50
x = 117.50 - 90
x = 27 .......... put this in equation 2
x + y = 120
27 + y = 120
y = 120 - 27
y = 93
