The answer to this question is t<span>o make the site accessible to all potential users
Hope this helps!!</span>
option C to persuade, just took the test
Explanation:
1. Salary: Yes it is the salary which comes top most. Everybody needs money and each and everyone expects different salary based on their skills.
2. Career prospects: Career prospects are higher important than the salary. Only if the organization can provide space for growth, then only the job seems to be good.
3. Training and Development: This is one of the important aspect to upskill oneself. The upskill supports both personal growth and the growth of the organization.
4. Flexibility and benefits: Ability to adapt to change and make changes accordingly. Flexibility either way is expected. The additional benefits which one get is really an extra benefit and recognition given to the employee. Eg. Bonus
Answer:
245 free throws
Explanation:
x will be number of times Audreys makes a shot, and let y be total number of the shots.
x/y = .875
(x+13)/(y+20) = .860
Let solve for x in equation 1
x = .875y
We will plug the for x in the equation 2
(.875y+13)/(y+20)
= .860
.875y + 13
= .860y + 17.2
.015y = 4.2
y = 280
Audreys has taken 280 shots.
We will Plug that back into the equation 1 in order to find out how many Audreys made.
x/280 = .875
x = 245
Hence :
Audreys made 245 free throws
Answer:
The Price of Bond today = $997.07
Explanation:
Semi annual coupons = $1000 * 5% / 2
Semi annual coupons = $25
As 9 months is already over in the two year bond, the coupons are payable
3 months from now, 9 months from now and 15 months from now.
The present value of all these coupons and the principal should be equal to the price of the bond today. In case of continuous compounding, the formula for Present Value of any future Cash flow C is C*e^(-r*t).
Price of Bond = $25 * e^(-0.06*3/12) + 25*e^(-.061*9/12)+ 1025*e(-0.062*15/12)
Using the value of e as 2.71828
Price of Bond = $25 * 2.71828^(-0.06*3/12) + 25*2.71828^(-.061*9/12)+ 1025*2.71828(-0.062*15/12)
Price of Bond = $
25 * 2.71828 ^-0.015 + 25*2.71828^-0.04575 + 1025*2.71828^-0.0775
Price of Bond = $
25 * 1/2.71828^0.015 + 25*1/2.71828^0.04575 + 1025*1/2.71828^0.0775
Price of Bond = $997.07
