The Romanesque churches And Gothic Cathedrals Period Essay

The Romanesque churches And Gothic Cathedrals Period - Essay Example In spite of the Gothic period coming after the Romanesque period, the two periods, however did not use similar elements in their architectural designs. The main ideology following the Romanesque churches and Gothic cathedral were the ideologies which were used in their construction. The age during the period was known as the middle ages and was synonymous with poverty. Due to the change in the way of life between these two periods, the architecture adopted also shared a number of similarities and differences. The ideology used in the construction of Romanesque architecture was based on centered on protection. An example is that during the period, monasteries served as shelters for relics and saints, hence the practices of the two groups serving as a basic purpose in the construction of different structures. On the contrary, architectural constructions adopted by the Gothic were big churches known as cathedrals. These buildings were designed with towers. The ideology behind such a des ign was to make the people believe further in a presence of an almighty being who were placed upwards towards divinity. The cathedral designed during the Gothic period was meant to symbolize the faith and dedication of the people towards their religion. Lastly, the spirituality practiced by individuals during the Gothic period was stronger as compared to individuals living during the Romanesque.The ideal majorly practiced during the middle ages period was one that was centered on classical background.

Assignment Example | Topics and Well Written Essays - 250 words - 137

Assignment Example Thus, the equation is equal. Adding the exponents is just the shortcut in doing the multiplication of equation with different exponents. 2. The equation  is not equal to . As you can see, when you substitute the variable with the quantity 2, the first equation will yield 24,576 while the second will result to 2,304, which are not the same values. Thus, it is wrong to assume that in raising a power to another power you add their exponents. Instead, the exponents will have to be multiplied. Here is what will happen to the given equation: To test if the equation is correct, substituting the variable with any quantity will yield the same results. For example, substituting the variable with number 2 will result to 24,576 to both sides. As you can see, the only way to raise the power with another power is to multiply the exponents. 3. We can simplify the equation  + 3  because they have the same base raised to the exponent 4. As a general rule with addition, you can only add like terms. In simplifying the equation using reverse distribution method, here is what will happen: The common term common to both the sides taken as general factor is . Thus, the equation is simplified. On the other hand,  + 4  can not be simplified further because the base p is not raised to the same power. You can not add unlike terms. Thus, the equation can not be simplified