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Answer -i Note that the exponentiation of i is cyclic. i to the 0=1 i to the 1 =i i squared = -1 i to the third = -i and i to the fourth is the same as i to the 0=1 since -ixi=1 So i to the 5 is same as i to the 1 or i. So we multiply 15x4 =60 and we can ignore those powers and just look at i to the 3 which we said is -i So i to the 63 =-i
What else can I help you with?
What is the exponent answer for 1 to the 63rd power?
I'm not sure what an "exponent answer" is.The value of (1)63 is 1.(The value of ' 1 ' raised to any power is ' 1 '.)
What is the exponent in 10 to the 5 power?
Power = 5 = exponent. That is, exponent = 5.
What is the name of 10 to the power of 63?
10 to the 63rd power
What is the exponent to 7 to the second power?
The exponent is 2 - from the SECOND power.
What is the exponent in two to the fifth power?
The exponent is five.
What is the exponent answer for 2 to the 63rd power?
== The number 263 = 9.22337204 × 1018 (approximately)
What is the exponent answer for 1 to the 63rd power?
I'm not sure what an "exponent answer" is.The value of (1)63 is 1.(The value of ' 1 ' raised to any power is ' 1 '.)
What is the exponent in 10 to the 5 power?
Power = 5 = exponent. That is, exponent = 5.
What is the name of 10 to the power of 63?
10 to the 63rd power
What is the exponent to 7 to the second power?
The exponent is 2 - from the SECOND power.
What is the smallest raised number in a power that tells how many times the base is used as a factor?
The exponent.
What is the exponent for nine to the second power?
The exponent is TWO.
What is the exponent in two to the fifth power?
The exponent is five.
What is 7 to the sixth power in exponent form?
7 to the sixth power in exponent form is 76
When an exponent to a power is multiplied by an exponent is to a different power do you multiply the powers together?
No, you add the powers together.
What is the exponent for 105?
105 is a power. 10 is the base and the exponent is 5.
The multiple expressed by an exponent?
The multiple expressed by an exponent?aswner:a power
