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Scrat [10]
3 years ago
6

Compare and discuss the similarities and the differences between Bach and Handel in terms of lives, musical styles, works, and s

o on
Geography
1 answer:
charle [14.2K]3 years ago
5 0

Answer:

see below :)

Explanation:

Similarities:

<em>Both were born in the same part of Germany (Saxony), becaming famous for their improvisation and innovating with the organ, the instrument they preferred.</em>

<em> They builded upon the earlier masters. Ultimately became top ponents of Baroque music.</em>

<em>As the end of their lives approached both became blind.</em>

Differences,

<em>Bach came from a family of musicians.</em>

<em>The music cof both composers were baroque, but bach used more complex in mathematical patterns formulas for composing </em>

<em>Handel tended to rely on presixting formulas for composing</em>

<em>Bach uses a varieties of  for solving how he composes and makes variations on already composed music</em>

<em>Their methods of represenation differ in melodic tones, where Bach uses much more intrinsticate and intensive lines.</em>

<em>Handel writes wide phrases, swiming melodic lines, Bach preferred intricate lines. </em>

The melodies composed by Bach are sacred music which are much more numerous than Handel.

Bach became much more popular after dying. While Handel profited from his wide fame while alive.

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To measure a base lone, a steel stape 30m lang, Standardised at 15°C with a pull of 80N was used. find the correction per tape l
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The correction of thermal expansion per tape length, if the temperature at the time of measurements is 25°c and the pull exerted is 150N is 4.67 ×10 ⁻³m.

Thermal expansion is the tendency of remembering to change in form, volume, and region in response to an alternate in temperature. Temperature is a monotonic characteristic of the common molecular kinetic power of a substance.

Given,

Length of steel tape = 30m

Temperature at standardization = 15°C

The temperature at the time of measurement = 25°C

Standardized pull (Po) = 80N

Pull exerted (Pm) = 150N

Young modulus of elasticity = E =  E= 2X10^5 N/mm2

Coefficient of thermal expansion = 211.2x10^6c°

Cross-sectional area of tape = 8 mm²

For temperature correction  Cm = (Tm - T₀)αL₀

Putting α = ( 25 - 15 ) × 11.2 × 10⁻⁶ × 30

            Cm = 3.36 ×  10⁻³ m

For full correction ;

         C pull = (Pm - Po ) × Lo

Putting value'

    C pull =  (150 - 80) × 30 ×  1000 /8 ×2 × 10⁵

    C pull = 1.31 × 10 ⁻³

Total correction = 3.36 × 10⁻³ m + 1.31 × 10 ⁻³

Total correction = 4.67 ×10 ⁻³

Learn more about thermal expansion here:-brainly.com/question/1166774

#SPJ9

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