If A c B with a E A, then which of the following is true?A. AnB = BВ. AUB %3DAС. ФсАD. All the above.This type allows the creation of patterns whenever organisms uses local information orrules.A. Bilateral SymmetryB. Radial SymmetryC. Inherent OrganizationD. Invoked OrganizationIf a > b, then the golden ratio can be obtained bya+bА.bba+baВ.%3Daa+bC.aa+bD.abThe following are characteristics of mathematics as a Language except beingA. PreciseGUIOB. ConciseC. PowerfulD. ComplexThis is the set of numbers considered to be created by God, as all the rest is created byhumansA. Real NumbersB. Rational NumbersC. IntegersD. Natural NumbersThe following are empty sets exceptA. {}B. {x:x € N, x + 999,999 = 999,999}С. (х:х is a whole number,x + 4 <4}ITYDIFICAT Which of following words is not attributed to the first meaning of the word"mathematics".A. fond of learningB. scienceC. knowledgeD. abstractThe following areas uses mathematics as tools exceptA. CodingB. Linear ProgrammingC. Apportionment and VotingD. EtymologyWhich among the following number patterns is an example of an arithmetic sequence?A. Sequence of Prime NumbersB. Fibonacci SequenceC. Sequence of Consecutive Odd NumbersD. Sequence of Square numbersSome Fibonacci numbers can be obtained from the following examples exceptA. Pascal's TriangleB. Formation of sunflower seedsC. Ratio of some body partsD. PineappleA geometric motion that leads only to a change in position or orientation of an objectwhile preserving its shape and size.A. TranslationB. ReflectionC. RotationD. All of the aboveDIFICA

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Description: If A c B with a E A, then which of the following is true?A. AnB = BВ. AUB %3DAС. ФсАD. All the above.This type allows the creation of patterns whenever organisms uses local information orrules.A. Bilateral SymmetryB. Radial SymmetryC. Inherent Organ

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Answered: If A c B with a e A, then which of the…

Math

Advanced Math

If A c B with a e A, then which of the following is true? A. AnB = B B. AUB = A С. ФСА D. All the above.

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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