we encounter models for the dynamics of phenomena which depend on rates of change of functions‚ eg velocities and accelerations of particles or points on rigid bodies‚ which prompts the use of ordinary differential equations (ODEs). We can use ordinary calculus to solve ODEs‚ provided that the functions are nicely behaved—which means continuous and with continuous derivatives. Unfortunately‚ there is much interest in engineering dynamical problems involving functions that input step change or spike
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Benefits of tomato 1. Tomatoes are heart-healthy 2. Tomatoes fight cancer 3. Help keep internal systems working well 4. Help protect skin‚ bones and eyes TOMATOES ARE HEART HEALTHY i. Help lower cholesterol * Tomato has zero grams of cholesterol. As u knowledge‚ a cup fresh tomato provides 9% the DV for fiber * Tomato also good source of niacin or vitamin B3 which used to lower high cholesterol level ii. Reduce the risk of heart disease * Tomato is good source
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physicality of nature‚ but human rational and the balance of life‚ heavily influenced the writings of the Romantics. In the majority of Keats’ odes‚ he stresses upon the importance of accepting that with the good comes the bad‚ with the right comes the wrong‚ with the pain comes the joy. An example of Keats’ emphasis on coming to terms with the mixed nature of life is in “Ode on Melancholy” when he
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Introduction You and your neighbor have small kitchen gardens where you both grow tomatoes. His blotchy green and red tomatoes taste much sweeter than your perfectly uniform red ones. Could the sweetness of the tomatoes be effected by the green chloroplasts in the fruit? Hypothesis I personally think that the green chloroplasts do play a part in the sweetness of the tomatoes because it doesn’t state how ripe the tomatoes were when they were eaten‚ what type of soil was used to plant them and if the
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Love is the conqueror of the strong and the weak‚ though it is foolish and evil at its core. Sophocles proves that love is the one destructive power in the universe through his third ode in “Antigone.” Its powerful message foreshadows the death of Antigone and her lover‚ Haemon‚ through its crisp imagery and perfect diction. The chorus passionately sings the evils of love while closely examining the situation of the Lovers’ potential ends. Force emanates from each word that Sophocles conducts‚ forcing
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minutes later and said that he had picked up Produce Inspection’s latest estimate of the quality of the incoming tomatoes. According to the report‚ about 20% of the 3‚000‚000 pound crop was Grade “A” and the remaining portion Grade “B”. Mr. Gordon asked Mr. Myers about the demand for tomato products for the coming year. Mr. Myers replied that they could sell all of the whole canned tomatoes they could produce. The expected demand for tomato juice and tomato paste‚ however‚ was limited. The Sales Manager
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Ode on a Grecian Urn Keats’ poetry depicts an enchanted world of beauty. It is a world of melody‚ imagination‚ sensuous delight. It also resounds with a note of melancholy and tragic sense of human suffering. He is often classed with Shakespeare and his poems attain the perfection of classic art. It has a felicity of expression‚ excellence of vision and wealth of imagery‚ which are purely Keatsian. Unlike Lord Byron or Shelley‚ he does not have an intellectual attitude towards
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The "Ode of Remembrance" is an ode taken from Laurence Binyon’s poem "For the Fallen"‚ which was first published in The Times in September 1914. The poet wrote For the Fallen‚ which has seven stanzas‚ while sitting on the cliffs between Pentire Point and The Rumps in north Cornwall‚ UK. A stone plaque was erected at the spot in 2001 to commemorate the fact. The plaque bears the inscription For the Fallen Composed on these cliffs 1914 However there is also a plaque on the beehive monument on the East
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on the availability of 600‚000 pounds of grade “A” tomatoes (grade 9)‚ one can mix in some grade “B” tomatoes (grade 5) to generate a mix of grade 8. Let X denote the pounds of grade “B” tomatoes that can be mixed in. Then: (600‚000*9+X*5)/(600‚000+X)=8. Solving this‚ yields X=200‚000 lbs for a total weight of 800‚000 lbs. 2. Cooper’s suggestion restricts the usage of tomatoes to merely 800‚000 lbs (as shown in 1). The leftover tomatoes could be used profitably to at least make tomato paste
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states. The company makes three different tomato products including whole tomatoes‚ tomato juice and tomato paste. They also distribute Choice peach halves‚ peach nectarine and cooking apple products. As part of their discussion over the amount of tomato products to pack in a particular season ‚ it was observed that 3 million pounds of tomatoes are available for packing and distributing. This included two kinds of tomatoes ‘Grade A’ which constituted 20% of available crop and ‘Grade B’ being the
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