Decide if the statement must be true, might be true, or could not be true. The function z = f(x, y) is defined everywhere.
a) The level curves corresponding to z = 2 and z = −2 cross at the origin.
b) If z = e−(x^10 + y^10), there is a level curve for every value of z.
c) If z = e−(x^4 + y^4), there is a level curve through every point (x, y).
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