Determine probability that both roots of the equation
Let B and C be independent random variables, uniformly distributed over [0,10] and [0,9] respectively. Determine the probability that both roots of the equation X^2 + BX +C = 0 are real?
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If you were provided, say: x-intercept of (-0.5,0), y-intercept of (0,-0.2) vertical asymptote x=5, and horizontal asymptote y=2. How to find equation for the rational function with the features.
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The point moves so that its distance from point (-3,2) is always one half of the distance from line y=-4. Derive equation of the locus. Write it in general form multiplied out equal to 0 with integer coefficients.
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If a baseball player's batting is 0.340, determine the probability that the player will have a bad season and get at most 60 hits in 200 times at bat.
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