Well, no you cannot have a negative radical as asimplified and final answer, BUT you may begin with a negative radical and simplify it from there.
First lets say you have the radical: x= √-25
First, you need to know how to solve this. So, the way to go about solving this is to learn something called an imaginary unit i. i is defined as
i = √-1. This unit will allow you to turn a negative radical into a positive one, therefore allowing you to solve it from there.
So, now you can go back and solve the original problem:
x= √-25
x= √-1(√-25)
x= i√25
Then, because you now have a positive radical, you may now simplify it just as any other normal radical although you must include the i in the final answer.
x= i√25
x= i√5(5) or i√-5(-5)
x= ±5ix= ±5i is the final and simplified answer. The plus or minus sign(±)is in front of 5i due to the fact that the radical was turned into a positive number. This means that either -5(-5)=25 or 5(5)=25. Therefore, you must use the plus or minus sign to indicate that it could be either.
By the way, i stands for imaginary.
And that is it! Please tell me if this information helped in some way and if you have any questions just ask!
Radical (3x) = radical(x) * radical(3).
-3*radical(2)*radical(50) = -3*radical(2*50) = -3*radical(100) = -3*10 = -30
Radical 147 simplified is 7 radical 3. radical147= radical 49* radical 3 the square root of 49 is 7 therefore the answer is 7 radical 3
radical(48)/radical(3) = radical(48/3) = radical(16) = 4 Technically, radical(16) is +4 OR -4 but in such questions often only the principal root is required.
2 radical(8) = 4 radical(2)
You cannot factor negative radical numbers because the square of a number must always be positive. A negative number multiplied by a negative number produces a positive number. So, it is impossible to have a negative radical.
easy, lets take radical negative 3 for example. you can take out a "i" because i = the radical negative one. There fore the answer is i radical 3.
Tin ions are positive (cations).
2i radical 5 * * * * * No. it is ± i*radical(25) which is ± 5i. Not sure why the answer is requireed in radical form.
You don't. If the negative sign is outside the radical, then you take the square root of the number and apply the negative. If the negative sign is inside the radical, you will have an imaginary number.
maby.... maby not...
It depends what power is associated with the radical.
(-169).5 = 13i
Technically,no. A radical equation has a radical (Square root) in it, and has two solutions because the square root can be positive or negative.
It has a negative one charge (1-)
3v162 is 38.18 roughly.
Odd