data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==questionNumber1gamequestionNumber1gamequestionNumber1game-5What term refers to the study of behavior and mental processes?,What is the branch of psychology focused on the structure of the mind?,What approach to psychology emphasizes observable behavior?,What theory suggests that our mental processes help us adapt to our environment?,What is the process by which an organism learns through rewards and punishments?,"What term describes the study of mental processes like perception and memory? ",What is the part of the brain responsible for emotion and motivation?,"What term describes the unconscious mind's influence on behavior, according to Freud?",What type of research method involves studying a single individual in depth?,What term refers to a mental state of being aware of and able to think about one’s own existence?,What theory suggests that behavior is motivated by the fulfillment of needs in a hierarchy?,What term refers to the scientific study of how genes and environment influence behavior?,What type of memory stores factual information and concepts?,What is the term for the reinforcement of a behavior through a gradual series of steps?,What type of research design involves studying people over a long period of time?,What is the term for a response that occurs automatically after a stimulus is presented?,What theory emphasizes the role of society and culture in shaping psychological development?,What term refers to the biological processes that influence mental health and behavior?,What is the term for a test's ability to measure what it is supposed to measure?,"What is the term for the basic building blocks of thought in cognitive psychology? ",What refers to an experimenter’s bias in interpreting data based on expectations?,What term is used for mental processes that focus on a specific object or idea?,What term refers to a pattern of behavior that is expected in a particular social situation?,What term is used to describe the memory of experiences and facts?,What term refers to a person’s general sense of personal identity and beliefs about themselves?,What psychological theory focuses on the role of unconscious desires and conflicts in shaping behavior?Psychology,Sociology,BiologyStructuralism,Functionalism,BehaviorismCognitive,Humanism,BehaviorismStructuralism,Psychoanalysis,FunctionalismConditioning,Perception,MemoryPerception,Cognitive,MemoryCerebellum,Limbic,OccipitalPsychoanalysis,Behaviorism,FunctionalismExperiment,Survey,Case studyReflex,Consciousness,PerceptionMaslowism,Pavlovian,PsychoanalysisCognitive,Evolutionary,Behavior geneticsProcedural,Episodic,SemanticConditioning,Shaping,PrimingLongitudinal,Cross-sectional,Case StudyCognition,Reflex,PerceptionSociocultural,Cognitive,EvolutionarySociology,Psychology,NeurobiologyAccuracy,Reliability,ValidityMemories,Concepts,ReflexesEmotion,Attention,MemoryRole,Status,NormProcedural,Implicit,ExplicitSelf-concept,Self-esteem,Self-awareness1,1,3,3,1,2,2,1,3,2,1,3,3,2,1,2,1,3,3,2,2,1,3,18thing110780