No, it is imaginary. Irrational Numbers are a subset of real numbers Real numbers and imaginary numbers are sets without any overlap.
8i and -8i both satisfy this: (8i)² = (8²)(i²) = (64)(-1) = -64, and (-8i)² = (-8²)(i²) = (64)(-1) = -64
The square root of -64 is 8i. ' i ' is the unit imaginary number, equal to the square root of -1, or 1 at an angle of pi/2.
To simplify the expression ( (7 - 3i) + (4 + 8i) ), combine the real parts and the imaginary parts separately. The real parts are ( 7 + 4 = 11 ), and the imaginary parts are ( -3i + 8i = 5i ). Therefore, the answer is ( 11 + 5i ).
352
Yes, the square root of negative 4.2 is considered an irrational number because it involves the square root of a negative value, which results in an imaginary number. Specifically, the square root of negative 4.2 can be expressed as (i\sqrt{4.2}), where (i) is the imaginary unit. Since (\sqrt{4.2}) is an irrational number, the entire expression remains irrational.
No, it is an imaginary number.
If you mean 8i, i might be any variable, but it may also stand for the imaginary unit, sometimes defined as the square root of minus 1. In that case, 8i is 8 times the square root of minus 1.If you mean 8i, i might be any variable, but it may also stand for the imaginary unit, sometimes defined as the square root of minus 1. In that case, 8i is 8 times the square root of minus 1.If you mean 8i, i might be any variable, but it may also stand for the imaginary unit, sometimes defined as the square root of minus 1. In that case, 8i is 8 times the square root of minus 1.If you mean 8i, i might be any variable, but it may also stand for the imaginary unit, sometimes defined as the square root of minus 1. In that case, 8i is 8 times the square root of minus 1.
8i and -8i both satisfy this: (8i)² = (8²)(i²) = (64)(-1) = -64, and (-8i)² = (-8²)(i²) = (64)(-1) = -64
The square root of -64 is 8i. ' i ' is the unit imaginary number, equal to the square root of -1, or 1 at an angle of pi/2.
To simplify the expression ( (7 - 3i) + (4 + 8i) ), combine the real parts and the imaginary parts separately. The real parts are ( 7 + 4 = 11 ), and the imaginary parts are ( -3i + 8i = 5i ). Therefore, the answer is ( 11 + 5i ).
352
No. Irrational numbers are real numbers, therefore it is not imaginary.
Yes, the square root of negative 4.2 is considered an irrational number because it involves the square root of a negative value, which results in an imaginary number. Specifically, the square root of negative 4.2 can be expressed as (i\sqrt{4.2}), where (i) is the imaginary unit. Since (\sqrt{4.2}) is an irrational number, the entire expression remains irrational.
Neither, it is an imaginary number and imaginary numbers are neither rational nor irrational.
Irrational (and a multiple of i), as the square root of 255 is irrational.
The square root of negative 11 is an imaginary number, i.e., sqrt(-11) = sqrt(11) i where i is the imaginary unit = sqrt(-1). sqrt(11) is indeed irrational. In fact, the square root of any integer which is not a power of two is irrational.
Pi (approximately 3.14) is not an imaginary, but it is irrational and transcendental.