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Given that the radicand is part of the question, not part of the answer, you can make the radicand whatever you want it to be. However, in any given root sum, for example, sqrt(-4), if the index is even, such as it is in a square root sum, the answer will always be positive. If the index is odd, and the radicand is negative, the answer will also be negative.

Q: Can the radicand be negative when the index is even?

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negative

Odd

Index, radicand, and radical :) lmfao

Yes. It makes a whole number a fraction.

the index in a radical equation appears above and left of the root symbol and tells you what kind of root the radicand is.

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negative

Odd

Index, radicand, and radical :) lmfao

Parts include the index, the radicand, and the radical.

Like terms or like radicals

Yes. It makes a whole number a fraction.

the index in a radical equation appears above and left of the root symbol and tells you what kind of root the radicand is.

similar radicals are radicals with desame index and radicand ex: the square root of 5 squared

When arranging radicals, it is important to consider the index of the radical, whether or not the radical is mixed or entire, and then the radicand.

The term radicand means the number or expression inside the radical symbol. For example, when we have the square root of 2, the 2 is inside the radical symbol. It is the radicand. The radicand may be a number or an algebraic expression. Also, there is not limit to the number of terms the radicand may contain. It may even be infinite!

The root of a number is any number that when multiplied by a certain number of times, it becomes the original number. The number of times the root has to be multiplied is called the index of the radical. The number that it becomes after it is multiplied is called the radicand. If the index is equal to x, and the radicand is equal to y, then the root can be expressed by " y to the (1/x)th power", or "y1/x".

The radicand is the value inside the radical symbol.