Each of the following conversational fragments is to some degree odd.To what extent can th
A、dyspepsia
B、dysuria
C、dysphagia
D、dysorexia
Deductive reasoning is a type of reasoning which goes from general to specific. Deductive reasoning is based on premises and if the premises are true, then the reasoning will be valid. It is mostly used in maths and sciences. Here is an everyday example. The term "inductive reasoning" refers to reasoning that takes specific information and makes a broader generalization that is considered probable, allowing for the fact that the conclusion may not be accurate. Read the following examples, and decide whether it demonstrates deductive or inductive reasoning. If it is deductive reasoning, type d in the blank. If it is inductive reasoning, type i in the blank. 1.In mathematics, If A = B and B = C, then A = C.
A、A Rigid group, such as cyclic structures in the backbones
B、B Polar group, such as Cl and CN(Cyano group)
C、C Crystallites in the matrix
D、D Cross-linking
A、Quoting
B、Hedging
C、Paraphrasing
D、Summarizing
A、all the goods
B、the excess part of the whole quantity
C、the quantity stipulated in S/C
D、the quantity stipulated in L/C
A、Bowing seriously to each other
B、Shaking hands
C、Giving five
D、Embracing
A、Liquidity
B、Maturity
C、Inflation
D、空
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