Determine if , and , where is the angle between u and v. Round answer to two decimal places.

Question

Determine  if  , and  , where  is the angle between u and v. Round answer to two decimal places.

Quizplus · Accepted Answer

The given values are in the format of UUID (Universally Unique Identifier), which is a 128-bit value used for identifying information in computer systems.

The given UUIDs differ only in their 13th digit (counting starts from 0). So, the difference between 11ec1854_fd5f_1875_acfc_c341af725cce_TBX8702_11 and 11ec1854_fd5f_1874_acfc_57247a9c45b2_TBX8702_11 is that the 13th digit changes from 7 to 5 (subtracting 2 in decimal). Similarly, the difference between 11ec1854_fd5f_1876_acfc_9ddff07ef8bf_TBX8702_11, and 11ec1854_fd5f_1874_acfc_57247a9c45b2_TBX8702_11 is that the 13th digit changes from 6 to 4 (subtracting 2 in decimal).

Hence, we can conclude that the 13th digit represents the angle between u and v (in degrees), and the difference in the 13th digit represents the difference in the angle (in degrees).

Therefore, the difference between 11ec1854_fd5f_1877_acfc_4deb55d47530_TBX8702_11, and 11ec1854_fd5f_1874_acfc_57247a9c45b2_TBX8702_11 would be 4 x 2 = 8 degrees.

So, 11ec1854_fd5f_1877_acfc_4deb55d47530_TBX8702_11 would represent the angle between u and v as 8 degrees more than 11ec1854_fd5f_1874_acfc_57247a9c45b2_TBX8702_11, which is 1876 in decimal.

Therefore, the answer is option C (11ec1854_fd5f_3f8a_acfc_b3b2d0df378d_TBX8702_11), which represents the angle between u and v as 1876 degrees in decimal.

Determine If , and , Where