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20b(4b3)3
Please, find the derivative of 1x2.
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Simplify the fractionsFirst, I apologize for the title, but if I write my question then the characters will be too long.Here's my question:Why ( log 3 log 2 + 2 log 3 2 log 2 ) ( 2 log 2 log 3 + log 2 2 log 3 ) = ( 2 × log 3 log 2 ) ( 5 2 × log 2 log 3 )?I have no idea how the left side becomes the right side.
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Simplification of cos4(x)+sin4(x) (sinx)4+(cosx)4=(1−cos2x)24+(1+cos2x)24 =1−2cos2x+(cos2x)2+1+2cos2x+(cos2x)24 =1+(cos2x)22 its correct?
Determine whether or not the given ordered pair is a solution to the given system.1. (3, 2) x + y = -1-2x – 2y = 2
If 3 ordinary coins are tossed, write out a sample space. Part of the sample space is the. Type 3 more outcomes for the sample.
Find the first and second derivatives involving differences, products, and quotients. y=x3+7x
Simplify. 243 2 / 5 Which term represents the simplified form of 243 2 / 5 ?A. 9B. 243 2 5 C. ( 243 5 ) 2 D. 243 5 2
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Let X be some affine algebraic variety over k (i.e. some closed subset in A k n ). First suppose X to be irreducible. Then the algebra k [ X ] is a domain and we can consider the field of rational functions Q u o t k [ X ] = k ( X ). Could you explain me how to build an analogue of this field in the case when X is not necessarily irreducible? Then k [ X ] must not be a domain and we are to build some kind of localization?Also, what is the destination of rational functions? Why we cannot be satisfied with only regular maps and regular functions?
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