1. Indicate whether the following expressions would result in a vector or a scalar, or whether they do not make sense. Standard letters like v, w indicate vectors, while Greek letters like A, a indicate scalars. The symbol · indicates a dot product, while the symbol x indicates a cross product. Scalar multiplication is indicated by no symbol at all, as in AV. (a) (छे . ) x छे = SCALAR VECTOR NONSENSE (b) (a(\v)) – Bw = SCALAR VECTOR NONSENSE SCALAR VECTOR NONSENSE
1. Indicate whether the following expressions would result in a vector or a scalar, or whether they do not make sense. Standard letters like v, w indicate vectors, while Greek letters like A, a indicate scalars. The symbol · indicates a dot product, while the symbol x indicates a cross product. Scalar multiplication is indicated by no symbol at all, as in AV. (a) (छे . ) x छे = SCALAR VECTOR NONSENSE (b) (a(\v)) – Bw = SCALAR VECTOR NONSENSE SCALAR VECTOR NONSENSE
1. Indicate whether the following expressions would result in a vector or a scalar, or whether they do not make sense. Standard letters like v, w indicate vectors, while Greek letters like A, a indicate scalars. The symbol · indicates a dot product, while the symbol x indicates a cross product. Scalar multiplication is indicated by no symbol at all, as in AV. (a) (छे . ) x छे = SCALAR VECTOR NONSENSE (b) (a(\v)) – Bw = SCALAR VECTOR NONSENSE SCALAR VECTOR NONSENSE
multivariable calculus CIRCLE THE CORRECT ANSWER, no mathematics
SCALAR, VECTOR, VECTORS, MULTIVARIABLE CALCULUS, ADVANCED MATH
Transcribed Image Text:1. Indicate whether the following expressions would result in a vector or a scalar, or whether they
do not make sense. Standard letters like v,w indicate vectors, while Greek letters like A,
indicate scalars. The symbol · indicates a dot product, while the symbol x indicates a cross
product. Scalar multiplication is indicated by no symbol at all, as in Av.
(a)
(立.マ) x 或=
SCALAR
VECTOR
NONSENSE
(b)
(a(AV)) – Bw =
SCALAR
VECTOR
NONSENSE
(c)
SO
AR
VECTOR
NO
SE
(d)
(AV).w+a
w (aữ)+B
SCALAR
VECTOR
NONSENSE
Study of calculus in one variable to multiple variables. The typical operations involved in multivariate calculus are limits and continuity, partial differentiation, and multiple integration. Major applications are in regression analysis, in finance by quantitative analysis, in engineering and social science to study and build high dimensional systems and exhibit deterministic nature.
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