data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==What is a sample in which each individual or object in the entire population has an equal chance of being selected?,Random SampleWhat is the entire group of objects or individuals considered for a survey?, Population" Manny wants to know how many students at GMS enjoy solving math problems. What is the best sampling method?",Ask every 20th tudent that walks into school