Question

Find vectors 2² = 2√² of the contra variant basis​

Answer 1

thats false

Пошаговое объяснение:

jamall skibidi dop dip doo+ dap dip dup = folse

Answer 2

To find the contravariant basis vectors, we need to use the metric tensor. The metric tensor is a matrix that relates the contravariant basis vectors to the covariant basis vectors. In this case, we are given that the contravariant basis vectors are given by (2², 2√²).

The metric tensor, denoted as g_ij, is defined as the dot product of the covariant basis vectors:

g_ij = e_i · e_j

To find the metric tensor, we need to take the dot product of the covariant basis vectors. Since we are not given any information about the covariant basis vectors, we cannot calculate the metric tensor and therefore cannot find the contravariant basis vectors. Additional information is needed to solve this problem.