Let T, V, and E be random variables such that V if V > 0, E...

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Let T, V, and E be random variables such that V if V > 0, E = V/8 and - otherwise, where V is uniformly distributed on the interval (-1, 1). What is the probability that the equation Tz? + Vr +E = 0 has solutions in the real number system? Let T, V, and E be random variables such that V if V > 0, E = V/8 and - otherwise, where V is uniformly distributed on the interval (-1, 1). What is the probability that the equation Tz? + Vr +E = 0 has solutions in the real number system?