Which sentence is the clearest example of deductive reasoning? A. Planets are round. My basketball is round. Therefore, my basketball is a planet.
B. Insects have six legs. Ladybugs are insects. Therefore, a ladybug has six legs
C. Rodney is late everyday. Therefore Rodney will be late tomorrow.
D. Max keep losing at tennis. Therefore, Max will win the next game of tennis

By the way the answer is 'b' from a pex

B. Insects have six legs. Ladybugs are insects. Therefore, a ladybug has six legs

Explanation:

Deductive reasoning can be defined as a type of logical reasoning that typically involves drawing conclusions from one or more premises (factual statements) that are assumed to be true generally.

Basically, deductive reasoning starts with a general statement, idea or hypothesis (Insects have six legs; Ladybugs are insects.) and reaches a specific logical conclusion (A ladybug has six legs).

Hence, the sentence which is the clearest example of a deductive reasoning is; "Insects have six legs. Ladybugs are insects. Therefore, a ladybug has six legs."

In conclusion, a deductive reasoning is simply based on drawing an inference and reaching a logical conclusion from one or more premises.

In English language, an inference can be defined as an act or process which typically involves a person deducing the meaning or message from something through induction.

modal adverbs are used to modify specific verbs that consist of a linking verb (verb of being) and sometimes another verb. examples of modal verbs include can, could, may, might, must, shall, should, will and would.

modal auxiliary. an auxiliary verb characteristically used with other verbs to express mood, aspect, or tense. in english, the most common modal auxiliaries are can, could, may, might, must, ought, shall, should, will, and would. also called modal .

hi,   i believe the outlines that were supposed to be showing at the sentences, are not. could you highlight them somehow?