Answer:
Pike owes $1200 in taxes is she the purchase $16,000 in Oregon and owes $820 in transactions if she purchase $16,000 in Oergon.
Explanation:
Re call that the total tax is the rate tax time the purchase amount.
T= R * P
Then the use tax that Pike owe to California for the purchase of $16,000 in Oregon Tc taking a rate of 7.5 percent is:
Tc = 0.075 * $16,000 = $ 1,200
The use tax that Pike owe to California for the purchase of $16,000 in New Mexicon Tn dont take into account the sales but the transaction rate of 5.125 percent:
Tn = 0.05125 * $16,000 = $820
Answer:
Its value increases
Explanation:
Here are the options to this question :
its value decreases
Its value increases
Its value stays the same
According to the CAPM ,
expected return of an asset = risk free rate + (beta x risk premium)
If the beta increases, the expected return of the asset increases and the value of the asset increases
Answer:
hello your question is incomplete below is the complete question
An Agile Release Train (ART) has implemented a completely automated Continuous Integration/Continuous Delivery (CI/CD) pipeline that can deploy code as it is checked into the source-code repository. How might a Product Owner (PO) adjust team events to take advantage of this capability and promote the flow of value? 1. Release Stories that have been included in the team demo 2. Review and accept Stories as they are completed 3. Identify Stories that are cleared for automatic delivery during Iteration Planning 4. Implement Feature toggles to control which Stories are released
answer : Identify Stories that are cleared for automatic delivery during Iteration Planning ( 3 )
Explanation:
The Best way a product owner( PO ) can adjust team events in order to take advantage of this capability and promote the flow of values is ; Identify Stories that are cleared for automatic delivery during Iteration Planning.
This is because this options identifies ART and its clearance.
Answer:
Consider the following calculations
Explanation:
Expected pay off of investing 1000 in Rothko,LLC= probability of getting oil stock *increase in value ofstock= .37* 63% of 1000
= .37*630= 233.1
Similarly
Expected pay off of investing 1000 in Calder & co = .63* 37% of 1000= .63* 370= 233.1
Of investing 500 in each
Expected pay off= .37 * 63% of 500 + .63* 37% of 500
= .37* 315 + .63* 185= 233.1
Answer:
Bob Johnson, you know, I had a friend named Bob. Those were the days.
Explanation:
