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Suppose the Weights (In Grams) and Lengths (In Centimeters) of Three

Question 99

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Suppose the weights (in grams) and lengths (in centimeters) of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​ Suppose the weights (in grams)  and lengths (in centimeters)  of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​   ​ ​ If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where ​   ​ ​ Find the matrix that gives the new weights and measures at the end of this period by computing   , where   is the 3×3 identity matrix. ​ A)    B)    C)    D)    E)  ​

If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where
Suppose the weights (in grams)  and lengths (in centimeters)  of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​   ​ ​ If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where ​   ​ ​ Find the matrix that gives the new weights and measures at the end of this period by computing   , where   is the 3×3 identity matrix. ​ A)    B)    C)    D)    E)  ​

Find the matrix that gives the new weights and measures at the end of this period by computing Suppose the weights (in grams)  and lengths (in centimeters)  of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​   ​ ​ If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where ​   ​ ​ Find the matrix that gives the new weights and measures at the end of this period by computing   , where   is the 3×3 identity matrix. ​ A)    B)    C)    D)    E)  ​  , where Suppose the weights (in grams)  and lengths (in centimeters)  of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​   ​ ​ If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where ​   ​ ​ Find the matrix that gives the new weights and measures at the end of this period by computing   , where   is the 3×3 identity matrix. ​ A)    B)    C)    D)    E)  ​  is the 3×3 identity matrix.


A) Suppose the weights (in grams)  and lengths (in centimeters)  of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​   ​ ​ If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where ​   ​ ​ Find the matrix that gives the new weights and measures at the end of this period by computing   , where   is the 3×3 identity matrix. ​ A)    B)    C)    D)    E)  ​
B) Suppose the weights (in grams)  and lengths (in centimeters)  of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​   ​ ​ If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where ​   ​ ​ Find the matrix that gives the new weights and measures at the end of this period by computing   , where   is the 3×3 identity matrix. ​ A)    B)    C)    D)    E)  ​
C) Suppose the weights (in grams)  and lengths (in centimeters)  of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​   ​ ​ If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where ​   ​ ​ Find the matrix that gives the new weights and measures at the end of this period by computing   , where   is the 3×3 identity matrix. ​ A)    B)    C)    D)    E)  ​
D) Suppose the weights (in grams)  and lengths (in centimeters)  of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​   ​ ​ If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where ​   ​ ​ Find the matrix that gives the new weights and measures at the end of this period by computing   , where   is the 3×3 identity matrix. ​ A)    B)    C)    D)    E)  ​
E) ​ Suppose the weights (in grams)  and lengths (in centimeters)  of three groups of laboratory animals are given by matrix A, where column 1 gives the lengths and each row corresponds to one group. ​   ​ ​ If the increase in both weight and length over the next two weeks is 12% for group I, 5% for group II, and 3% for group III, then the increases in the measures during the 2 weeks can be found by computing GA, where ​   ​ ​ Find the matrix that gives the new weights and measures at the end of this period by computing   , where   is the 3×3 identity matrix. ​ A)    B)    C)    D)    E)  ​

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