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Q2: Data Flow Modeling: (20 points) a. Explain barrier synchronization and its applications in parallel programming b. Compute the following terms using data flow model of computation i. $x=3_{∗}a+b∗b−c$ ii. $y=a+b_{∗}x$ iii. $z=b−c_{∗}(a+b)$ c. Design the data-flow graph of the function $R$ given below. Calculate the minimum number of barrier synchronization required implementing this function using Data Flow model of Computation? (10 points) $R=a_{5}x_{5}+a_{4}x_{4}+a_{3}x_{3}+a_{2}x_{2}+a_{1}x+a_{0}$

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