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16y ago

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Can something be accurate but not precise?

Yes, something can be accurate but not precise. Accuracy refers to how close a measurement is to the true or accepted value, while precision indicates the consistency or repeatability of measurements. For example, if you repeatedly measure the height of a person and get results that vary widely but are all close to the actual height, your measurements are accurate but not precise.


A widely accepted scientific idea which cannot be proven nor disproven?

Dependent variable


What is the meaning of dingines?

"Dingines" appears to be a misspelling or a less common term, as it does not have a widely recognized meaning in English. If you meant "dinginess," it refers to a state of being dirty, dull, or lacking brightness. If you have a specific context or alternate spelling in mind, please provide more details for a more accurate explanation.


Is a widely accepted explanation based on experimental results?

Theory


What is widely accepted explanation based on experimental result?

A theory is a widely accepted explanation based on experimental results.


Was Mendel's work widely accepted and praised when he reported his results?

No, his results were only appreciated 16 years after his death.


What is a widely accepted explanation based on experimental results?

Theory


What does the word discorceous mean?

The word "discourceous" is not widely recognized in standard English and may be a typographical error or a misinterpretation of similar terms. If you meant "discourteous," it refers to behavior that is rude or lacking in courtesy. Alternatively, if you are looking for a specific term from a particular field or context, please provide more details for accurate clarification.


What is the most accurate dictionary available?

The Oxford English Dictionary is widely considered to be the most accurate and comprehensive dictionary available.


Is a widely accepted explanation based on experimental results what is it called?

"Empirical" evidence.


What is y2 time x?

"y2 time x" appears to be an unclear expression or may refer to a specific context not widely recognized. If you're referring to a mathematical operation, it could imply multiplying a variable (y^2) by (x). Please clarify the context for a more accurate interpretation or explanation.


How long after his results were published in 1865 was mendels work widely recognized?

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