For reference, the patterns are:difference of squaresx2 - a? = (x - a)(x + a)x - a = (x - a)(x² + ax + a?)x' + a° = (x + a)(x? - ax + a)difference of cubessum of cubesAssume that i denotes the imaginary unit, where i? = -1., e denotes the natural constant (= 2.72)Continuous compounding model: f(t) = PetDiscrete compounding model: (t) = P(1+)nt-b±/b²-4ac2aQuadratic formula: If 0 = ax² + bx + C, then 10. What is the simplification of the rational expression:(125x)V(16x)V2A) 20x/2B) 20x/2C) 333x5D) 100xE) 333x2

Name: For reference, the patterns are:difference of squaresx2 - a? = (x - a
Uploaded: 2024-03-20T06:46:03.000Z
Channel: Bartleby
Description: For reference, the patterns are:difference of squaresx2 - a? = (x - a)(x + a)x - a = (x - a)(x² + ax + a?)x' + a° = (x + a)(x? - ax + a)difference of cubessum of cubesAssume that i denotes the imaginary unit, where i? = -1., e denotes the natural co