Answer: <em><u>Jeremiah Brown has a Roth IRA individual retirement account.</u></em>
<em>Roth IRA is a retirement account that promotes to salvage by getting a tax welfare. Whereas a conventional IRA, what we bestow to a Roth IRA are not tax-deductible. These investment earnings increase tax-free.</em>
<u><em>Therefore the correct option is (c)</em></u>
Answer and Explanation: Under the given case or scenario, we can state that Simon is at the step of gathering the facts, information and data and therefore organizing these facts. Here, in this case it is provided that Simon is a trainer that on meeting with his team wishes to discuss the fact that there is a need of senior engineers training the new engineers.
Radicalism is the economic theory that views MNC's as bad for the working class and developing world.
Given that MNC's are viewed bad for the working class and developing world.
We are required to name the economic theory in which MNC's are viewed as bad for the working class and developing world.
The name of the economic theory that views MNC's as bad for the working class and developing world is radicalism. The term radicalism believes that society needs to be changed, and that these changes are only possible through revolutionary means. It is basically a negative theory for the MNC's. They are seem to be bad for the developing countries because they sometimes use the resources of the country out of the limit and in future the country will suffer from the scarcity of resources.
Hence radicalism is the economic theory views MNC's as bad for the working class and developing world.
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In the given scenario, the best informed reaction in Dave's classification is that it would still be classified as invalid. It is because it still lacks evidence and in order to confirm the given result which had said that he is intellectually disabled, they should also assessed his skills of adapting. If his adaptive skills has been assessed, it will then only be considered if the results are correct or not.
Answer:
Total $46,319.9565
Explanation:
We need to calculate the value of the present value of the bond payment
and the maturity using the current market rate
C 2500 (50,000 x 0.10/2)
time 10 (5 years 2 payment per year)
rate 0.06 (12% annual --> divide by 2 to convert semiannual)
PV $18,400.2176
Maturity 50000
time 10
rate 0.06
PV $27,919.7388
PV bond interest payment $18,400.2176
PV maturity payment $27,919.7388
Total $46,319.9565