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What are the applications of cross product and dot product?
Cross product tests for parallelism and Dot product tests for perpendicularity. Cross and Dot products are used in applications involving angles between vectors. For example given two vectors A and B; The parallel product is AxB= |AB|sin(AB). If AXB=|AB|sin(AB)=0 then Angle (AB) is an even multiple of 90 degrees. This is considered a parallel condition. Cross product tests for parallelism. The perpendicular product is A.B= -|AB|cos(AB) If A.B = -|AB|cos(AB) = 0 then Angle (AB) is an odd multiple of 90 degrees. This is considered a perpendicular condition. Dot product tests for perpendicular.
Where can I get an ab machine less than a thousand dollars?
You can find ab machines much under $1000.00 it just depends on what kind of product you want. At montrealimport.com you can find an ab rocket for $49.99. Websites like bizrate have numerous ab machines for $100 and up
Identify the parts of this chemical reaction A B AB?
This equation represents an elementary example of a synthesis type reaction. The formula for this reaction is A + B = AB, where A & B are reactants and AB is the product.
Patient is AB plus what kind of platelets can they receive?
AB pos or AB neg
What kind of blood can AB typed people receive?
AB
1 For the two vectors find the scalar product AB and the vector product?
For two vectors A and B, the scalar product is A.B= -ABcos(AB), the minus sign indicates the vectors are in the same direction when angle (AB)=0; the vector product is ABsin(AB). Vectors have the rule: i^2= j^2=k^2 = ijk= -1.
What is the product of -a and -b?
Negative times negative equals positve, so -a*-b=ab (positive ab)
What is the product of the reciprocal from 1a and 1b is?
It is 1/(ab).
What is the solubility product constant k?
For a compound AB it is the result of the product [A].[B] in solution.
What does the word product mean in algebra?
In math and algebra, a product is the result of multiplication. The product of a x b is ab.
What is the algebric expression for twice the product of a and b?
2(ab)
Two fractions whose product is 1 are known as?
Reciprocals. Example (a/b)(b/a)=(ab/ab)=1
