Answer:
The expected return of your portfolio is 6.02%
Explanation:
Stock Value Expected Rate of return Weightage
A $200 8% $200/$300 = 0.67
B $100 2% $100/$300 = 0.33
Expected Rate of return = ( Expected rate of return Stock A x Weightage of Stock A ) + ( Expected rate of return Stock B x Weightage of Stock B )
Expected Rate of return = ( 8% x 0.667 ) + ( 2% x 0.33 )
Expected Rate of return = 0.0536 + 0.0066 = 0.0602 = 6.02%
The answer is <span>A. to develop the central idea of hiking preparedness</span>
<span>Someone may choose to own a car instead of leasing because they may end up needing to drive it farther and longer than the set milage or wanting to own the vehicle outright instead of making lease or rental payments. If you damage the vehicle, it also becomes more expensive because you do not own it entirely. Reporting damage or mile overage to the leasing company results in fees and penalities. </span>
Answer:
ISO 9000
Explanation:
In this question, the quality of standard being mentioned is known as the ISO 9000. This is a set of standards that helps organizations make sure that they are meeting the customer and shareholder needs as well as complying to the statutory and regulatory requirements that exist regarding the product or service. This is the main quality of standards that are enforced and required by the European Union for every firm in its marketplace.
Answer:
//algorithm for ATM money withdrawal
Algorithm: Algorithm for cash withdrawals from ATM.
Input: withdraw_amount
Output: amount+service_charges.
Algorithm:
step 1:
balance =account balance.
withdraw_amount = (Get input from user)
step 2:
if(withdraw_amount>400)
then, print "maximum limit exceeds"
step 3:
if(withdraw_amout<1)
then, print "enter a valid amount"
step 4:
if(withdraw_amount>balance)
then, print "insufficient balance.. withdraw money $30 as service charges "
step 5:
if(withdraw_amount<400 && withdraw_amount<balance)
if(withdraw_amount>200)
service_charge=withdraw_amount*(3/100)
print " Your cash is dispensed... total amount withdrawn +service_charges 30% (withdraw_amount +service_charge) "
