Answer:
b. 8.92%
Explanation:
Calculation for the portfolio expected return
Using this formula
Portfolio expected return = (Stock A allocated fund x Stock A expected return) + (Stock B allocated fund x Stock B expected return)
Let plug in the formula
Portfolio expected return= (54%*8%) + (46%*10%)
Portfolio expected return=0.0432+0.046
Portfolio expected return=0.0892*100
Portfolio expected return =8.92%
Therefore the portfolio expected return will be 8.92%
<span>being frequently exposed to drugs would be one of the characteristics.
The exposure could be caused by living on the same neighborhood where the drugs syndicates focus their operation on, Or simply by socializing (hanging out) who use the illict drugs as a form of recreation, which will give us a peer pressure to bow down and follow the habbit.
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Answer:
True
Explanation:
2% out of 100 guest purposefully scam.
When stimulated by sympathetic nervous, arterioles supplying the digestive system constrict, which decreases blood flow to digestive organs.
The respiration machine works immediately with the circulatory machine to offer oxygen to the body. Oxygen taken in from the respiration machine movements into blood vessels that then circulate oxygen-wealthy blood to tissues and cells. These consist of arteries consisting of the femoral and coronary arteries. The partitions of those arteries have masses of easy muscle, this means that that they may be capable of settlement or relax (dilate) to extrude the quantity of blood delivered, as needed.
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Answer:
This question is incomplete. However, I found the prompt to be as follows;
"What is the productivity measure of “units of output per dollar of input” averaged over the four-year period? "
Explanation:
To solve this question, find productivity;
Productivity in this case is total hamburgers produced divided by the total labor cost plus total equipment cost.
Productivity = # of hamburgers *52 weeks * 4 years / (total labor cost + equipment cost)
Productivity= 40,000(52)(4)/ {9,500(4) + 5000}
= 193.5 hamburgers/dollar of input
Therefore, the factory would produce about 194 burgers per dollar of input.
