|
|
Definition of Mathematical product
1. Noun. A quantity obtained by multiplication. "The product of 2 and 3 is 6"
Lexicographical Neighbors of Mathematical Product
Literary usage of Mathematical product
Below you will find example usage of this term as found in modern and/or classical literature:
1. Vectors and Vector Diagrams: Applied to the Alternating Current Circuit by William Cramp, Charles Frederick Smith (1909)
"For example, 10 x 15 = 150 shows a mathematical product. If the factors on the
left of the equation are 10 houses and 15 trees, it would obviously be ..."
2. Engineering Mathematics: A Series of Lectures Delivered at Union College by Charles Proteus Steinmetz (1917)
"21, and thus is given by the mathematical product of 7 and Z, = (i\r -i2x 28.
Commonly, in the denotation of graphical ..."
3. The Mathematical theory of probabilities and its application to frequency by Arne Fisher (1922)
"... dismissed as having no sense, since it would seem as difficult to conceive
force as a purely mathematical product of two factors, mass and acceleration, ..."
4. By the Way by William Foster Apthorp (1898)
"The common mathematical expression of the imaginary quantity, in general, is "
the square root of —I." Whatever mathematical product, combination, ..."
5. The Life (1873)
"... as absolute and certain as a knowledge of figures that go to make up a
mathematical product. Who about you, whether spirit or pretended spirit, ..."
6. A Text Book on Graphic Statics by Charles Wesley Malcolm (1909)
"The student should notice that the moment of inertia as defined above is simply
a mathematical product which frequently occurs in the solution of ..."
7. A Text Book on Graphic Statics by Charles Wesley Malcolm (1909)
"The student should notice that the moment of inertia as defined above is simply
a mathematical product which frequently occurs in the solution of ..."
8. Memoirs of the Literary and Philosophical Society of Manchester (1856)
"When this series is attentively considered, we observe that the difference of
the successive terms is a mathematical product of the first difference b with ..."
Other Resources:
