Answer:
I'm not sure
Explanation:
If they send a bunch of 1's and 0's.
They would probably be into hacking and computerized tech.
But if they out it like this!1!1!1!!1!1!!!1!1
They just watch kaka v20
Answer:
Probability of coin not land on island = 38.25 / 45
Explanation:
Given:
Length of rectangular fountain = 9 ft
Width of rectangular fountain = 5 ft
Side of square island = 1.5 ft
Number of island = 3
Find:
Probability of coin not land on island
Computation:
Area of fountain = 9 x 5
Area of fountain = 45 ft²
Area of three island = 3[Side²]
Area of three island = 3[1.5²]
Area of three island = 6.75 ft²
Probability of coin not land on island = [Area of fountain - Area of three island] / Area of fountain
Probability of coin not land on island = [45 - 6.75] / 45
Probability of coin not land on island = 38.25 / 45
The correct option is B.
To avoid market risks, the best thing for Ali to do is to diversify his portfolio. Diversification of portfolio involves putting one's money in different types of investment. If one invests in 5 different type of investment, in case one experiences loss in one of them, he will still have four other investments, that will bring profits for him. But if an investor put all his money in one investment, he can lose everything if things doesn't go as planned.
Answer:
D
Explanation:
It says an unintentional all the other people did on purpose
Answer: C It allows for faithless electors, or electors who do not vote according to the wishes of their states
Explanation:
"The Electoral College", set out in Article II, Section 1 of the U.S. Constitution, allows states to have the same power of votes in spite of their number of population.
Due to that, a party could outcast the presidential candidate they don't want, even if such candidate was elected by the majority.
The parties nominate electors, usually by a central committee or the conventions; so when voters cast their ballot for President, they are actually voting for their "State's Electors", who are not obliged to follow the results of the popular vote, thus sometimes “faithless electors” adversely choose a candidate they're not committed to.
A "faithless elector" is simply a member of the "Electoral College" who votes against the party's candidate.
Thereby the answer is (c): "It allows for faithless electors, or electors who do not vote according to the wishes of their states"