PPT-Continuous & Discontinuous Variation

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Learning objectives Describe the difference between discontinuous and continuous variation Represent variation within a species using graphs Starter What is the

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Continuous & Discontinuous Variation: Transcript


Learning objectives Describe the difference between discontinuous and continuous variation Represent variation within a species using graphs Starter What is the difference between inherited and environmental variation Use examples in your answer . K. athleen Strader. University of Manitoba. October 18, 2013. straderk@myumanitoba.ca. 45. th. Algonquian conference. Background. Mixed language of Cree and French spoken in Manitoba, Saskatchewan Montana and North Dakota. A:. Evaluate . the following . limit . and tell . if it . is continuous, removable discontinuity, or . nonremovable. discontinuity . at the given value. . . (. Check for infinite limits if the limit of the value does not exist.). 1-2 Assessing Measurement System Variation how the precision of affects the variability of a gage R&R study.Muffler Pipe Thickness identify problems in a run chart. Exercise AAssessing Consistency . Continuity. Coley Hawk. Definition/Laws of Continuity. A function ‘f’ is considered continuous at a number ‘a’ if all three of the following criteria are true.. lim. . x. a. - f(x)= . lim. Assigned work: . pg 51 #4adef, bcdf,7,8,10-13. A continuous curve is a curve without breaks, holes or jumps. Usually if we talk about a curve being discontinuous it is at a specific point. These are discontinuous….. A function, . f. , is continuous at a number, . a, . if. 1) . f(a). is defined. 2) exists. 3) . Definition. A function is continuous if there are no breaks in the graph. Visually. 3. One-Sided Lim. its. 1. One-Sided Limits. A limit only exists if the left and right limits both exist and are equal.. If = . L. and . =. . L. , then = . What do you mean by variation..?. Differences between species. Differences within a species. SPECIES : . A . species.  is a group of organisms that are able to interbreed and produce . fertile.  offspring.. continuous. functions over . closed. intervals.. Sometimes we can find integrals for functions where the function . is discontinuous or . the limits are infinite. These are called . improper integrals. November 24, 2010. Symmetric Random Walk. Given . ; let . . and . ,. and . denotes the . outcome of . th toss. . Define . the . r.v.. 's. . that . for each . A . S.R.W. is a process . . such . that . Explain. how a sperm cell is adapted to its function. Describe. continuous variation, and give an example. Describe. what the reactivity series is. Describe. the role of bone marrow in the body. LAST LESSON. Patterns of inheritance. Starter . No two people are exactly the same. How is this possible?. What causes variation?. The current population of planet Earth is more than . 7 billion people!. Causes of variation. By exploring the characteristics offspring inherit when living things reproduce, I can distinguish between inherited and non-inherited characteristics.. SCN 2-14b. Learning intentions. Identify some of the differences between people.. Identify. three examples of inherited characteristics, and three environmental characteristics. Explain. why sound cannot be heard in space. Suggest. some advantages and disadvantages of recycling.

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