Question

The value of i300
pls
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Answer 1

I 300 is the answer . Now mark me as brainlist

Answer 2

Value of i³⁰⁰  is 1

Given:

• i³⁰⁰

To Find:

• Value

Solution:

• i called iota
• i is square root of -1
• i = √(-1)
• i² = -1
• i³ = -i
• i⁴ = 1
• (xᵃ)ᵇ= xᵃᵇ
• 1ⁿ = 1

Step 1:

Rewrite 300 as  4 x 75

$i^{300}=i^{4\times 75}$

Step 2:

Use (xᵃ)ᵇ= xᵃᵇ

$i^{300}=(i^4)^{75}$

Step 3:

Substitute i⁴ = 1

$i^{300}=(1)^{75}$

Step 4:

Use 1ⁿ = 1

$i^{300}=1$

Hence Value of i³⁰⁰  is 1

(Although your Question is not properly written however it should be value of i³⁰⁰ is )