Oh, dude, for sure! An algebraic equation can totally have three solutions. It's like having three different flavors of ice cream to choose from – who wouldn't want that? So yeah, if you're lucky enough to stumble upon an equation with three solutions, consider yourself a math rockstar.
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Yes. In fact, you can have any number of solutions you want. Here is an example of an algebraic equation with three solutions:(x - 2)(x - 5)(x + 4) = 0
The solutions are 2, 5, 4, since for each of these, one of the factors will be zero, and therefore, the product will also be zero.
Yes, when it is part of a group of simultaneous equations having 3 variables or unknowns then it will have 3 solutions.
An algebraic equation with an infinite number of solutions
The coordinates of the points on the curve represent solutions of the equation.
The question contains an algebraic expression but, since there is no equality sign, there is no equation to solve.
The answer depends on the equation which is not specified in the question.
-- three solutions -- puppies