A ball of mass m, is attached to a massless swing of leg nth L. The swing is relased from an angle theta from the vertical and, when it is in the vertical postiion, it hits a stop which detaches the ball from height h above the floor. The ball then undergoes a projectile motion. Find an expression for the range R of the ball. Your expression should be in terms of the given variables and any other known contants such as accleration due to gravity, g. 0

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A ball of mass m, is attached to a massless swing of legnth L. The swing is relased from an angle theta from the vertical and, when it is in the vertical postiion, it hits a stop which detaches the ball from height h above the floor. The ball then undergoes a projectile motion. Find an expression for the range R of the ball. Your expression should be in terms of the given variables and any other known contants such as accleratingue to gravity, g. RIf one side of a square is increased by 8 cm, and an adjacent side decreased by 2 cm, a rectangle is formed whose perimeter is 40 cm. Find the length of a side of the square. \f\fQuerying in graph databases is analogous to: O Relational algebra 0 Regular expressions on strings 0 Automated theorem proving O Algebraic expressions \fpresents a conceptual map that relates the following concepts: algebraic expression grade terms like terms polynomial classification of polynomials according to the number of terms and according to the degree monomial, binomial, trinomial linear, quadratic, cubic polynomialIf you were to plot strength [MPa] yersus cost {kagi as an "Ashby" blot, you would see that foams are some of the most expensive materials. with the lowest Strengths. So why would foams ever be used in structural applications? Wthh ofthe reasons below are accurate? a foams are some of the best insulators b foams are yery low density so an eyaluation on the basis of weighti'mass is incomplete c foams are only made of plastics d foams are not structural materials Find the curvature for the space curve r(t) at the value t = ven where a, b 2 0 and a2 + b2 # 0. r(t) = (a cost)i + (asint)j + (bt)k aven 1 a b) a2+62 a2+62 c) ven d) a2+62 e) 42+62 Oa Ob OC Od Oe\f