1. Complete the following exercises using the numpy module.

(a)Create a uniform subdivision of the interval -1.3 to 2.5 with 64 subdivisions.

(b)Generate an array of length 3n filled with the cyclic pattern 1, 2, 3.

(c)Create an array of the first 10 odd integers.

(d)Create a 10 x 10 array of zeros and then frame it with a border of ones.

(e)Create an 8 x 8 array with a checkerboard pattern of zeros and ones using a slicing+striding approach.

(f)Evaluate cos and sin on the interval [0,1] and then stack the results into a tall array with rows being the cos(x) and sin(x) entries.

(g)Create a random 35 array using the np.random.rand (3, 5) function and compute: (i) the sum of all the entries, (ii) the sum of the rows and the sum of the columns.

(Solve the problem in Jupyter)

1. Complete the following exercises using the numpy module (a) Create a uniform subdivision of the interval -1.3 to 2.5 with 64 subdivisions (b) Generate an array of length 3n filled with the cyclic pattern 1, 2, 3 (c) Create an array of the first 10 odd integers (d) Create a 10 x 10 array of zeros and then "frame" it with a border of ones (e) Create an 8 x 8 array with a checkerboard pattern of zeros and ones using a slicing+striding approach. (f) Evaluate cos and sin on the interval [0,1] and then stack the results into a tall array with rows being the cos(x) and sin(x) entries (g) Create a random 3x5 array using the np.random. rand (3, 5) function and compute: (i) the sum of all the entries, (ii the sum of the rows and the sum of the columns 1. Complete the following exercises using the numpy module (a) Create a uniform subdivision of the interval -1.3 to 2.5 with 64 subdivisions (b) Generate an array of length 3n filled with the cyclic pattern 1, 2, 3 (c) Create an array of the first 10 odd integers (d) Create a 10 x 10 array of zeros and then "frame" it with a border of ones (e) Create an 8 x 8 array with a checkerboard pattern of zeros and ones using a slicing+striding approach. (f) Evaluate cos and sin on the interval [0,1] and then stack the results into a tall array with rows being the cos(x) and sin(x) entries (g) Create a random 3x5 array using the np.random. rand (3, 5) function and compute: (i) the sum of all the entries, (ii the sum of the rows and the sum of the columns