Question

6i^54+5i^37-2i^11+6i^68 . evaluate
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Answer 1

Given: The term 6i^54 + 5i^37 - 2i^11 + 6i^68

To find: evaluate  the given term.

Solution:

• Now we have given:

                  6i^54 + 5i^37 - 2i^11 + 6i^68

• We know the values of:

                  i = √-1

                  i² = -1

                  i³ = -√-1

                  i^4 = 1

• So simplifying the given expression, we get:

                  6i^(4x13)+2 + 5i^(4x9)+1 - 2i^(4x2)+3 + 6i^(4x17)

• Again simplifying this, we get:

                  6i^2 + 5i^1 - 2i^3 + 6i

• Putting the values in it, we get:

                  6(-1) + 5i - 2(-i) + 6i

                  -6 + 13i

Answer:

            So the value of the given expression is -6 + 13i.

Answer 2

Answer:

Hey Here is your Answer

Step-by-step explanation:

hope it will help You ✌