Question: Given 7 = 27 - J and y = -7 + 5). find a vector equivalent to each of the following: 2(7 + 37) -

Given 7 = 27 - J and y = -7 + 5). find a vector equivalent to each of the following: 2(7 + $37) - 3(7+ 5x)\f6. 4 Marks ABCD is a parallelogram whose diagonals$

BD and AC meet at the point E. Prove that EA +

Given 7 = 27 - J and y = -7 + 5). find a vector equivalent to each of the following: 2(7 + 37) - 3(7+ 5x)\f6. 4 Marks ABCD is a parallelogram whose diagonals BD and AC meet at the point E. Prove that EA + EB + EC + ED = 0

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