Britain and Russia eventually came to the aid of this Mediterranean country in their fight for independence from the Ottoman Turks, eventually winning it by 1830

Because of intense corruption and mishandling of the country, the Eisenhower administration pulled its support of this dictator and instead began aiding Fidel Castro and the Cuban revolutionaries in the late 1950s

General Francisco Franco came to lead the Nationalist forces against the Republican or socialist forces in this country’s civil war, getting support from fascists like Mussolini’s Italy and Hitler’s Germany

Ferdinand and Isabella’s victory over the Muslims at this stronghold city in 1492 established Spain as a unified nation for the first time and helped propel the Spanish cause

The Franco-Prussian War of 1870-1871 resulted in a decisive victory for this nation, which essentially became a united nation as a result

As tensions between North and South, this new US state became a battleground in the 1850s between slave-staters and free-staters over what kind of state it would be

What is the output of the following code? If an error occurs when the statements are executed or the code never finishes executing, write “Error.” nums = [[1, 2, 3],         [4, 5, 6],         [7, 8, 9]] for r in range(len(nums)):     total = 0     for c in range(len(nums[r])):         if c % 2 == 0:             total += nums[r][c]     print(total)

Radiation-induced arterial injury most commonly affects which of the following vessels?

The data from the previous question is repeated here for convenience: A petroleum company manufactures gasoline that must have a minimum octane rating of 92, and a maximum vapor pressure of 11 PSI.  To do this, it blends 3 components, whose characteristics and costs are shown in the table below.  You have to formulate a linear program to find the proportion of each component in 1 liter of gasoline, so as to minimize the cost per liter. The properties of the blend are linear averages of the proportions. Name Octane Pressure in PSI Cost per liter Component 1 100 8 50 Component 2 90 12 40 Component 3 85 15 35 Let x1, x2, and x3 be the proportions of the 3 components in 1 liter of the manufactured gasoline. Which of these constraints is needed to formulate the linear program? C1: 100*x1 + 90*x2+ 85*x3 >= 92 C2: 8*x1 + 12*x2+ 15*x3

A attribute is written with two leading underscores.