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Through mutual tolerance.

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11y ago

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How does knowing the formula for the circumference of a circle helps you develop the formula for the area of a circle?

Circumference is: 2 × π × r (or π × d)Area is: π × r²I don't believe that one can really be said to help develop the other.


What is the function of the zone of differentiation?

Area in plant roots where recently produced cells develop into different cell types


Can you develop a formula for the circumference of a circle as a function of its area?

A = π(r)² √(A/π)=r C = 2π(r) C = 2π(√(A/π)) ■


Which kind of people tend to be more innovative in a given area those who are knowledgeable or those who are inexperienced in the area and Why?

Innovative individuals often emerge from a blend of both knowledge and inexperience. Those with deep expertise have a thorough understanding of existing frameworks and can identify gaps or inefficiencies, fostering innovation. Conversely, inexperienced individuals may approach problems with fresh perspectives, unbound by conventional thinking, allowing for novel ideas. Ultimately, a combination of both perspectives can drive the most effective innovation.


Who was the mathmatician who came up with the theory of area and perimeter?

The concepts of area and perimeter have been developed over centuries by various mathematicians and cultures. However, ancient Greek mathematicians like Euclid significantly contributed to the formal understanding of these concepts in his work "Elements." The foundational principles of geometry, including area and perimeter, were further explored and expanded by later mathematicians, but no single individual can be credited solely with their invention.