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{"ops":[{"insert":"\n\u00a0float f( float x ) ...\n\n\u00a0float area( float xmin, float xmax, int N, float *store )\n{\n\u00a0float h = (xmax-xmin)\/N; 9\n\u00a0\/\/ Calculate and store f(x) for each x.\n\u00a0int i;\n\u00a0for( i=0; i<N; i++ ) store[i] = f(xmin+i*h);\n\n\u00a0\/\/ Estimate the area.\n\u00a0float area = 0.0f;\n\u00a0for( i=0; i<N; i++ ) area += h * store[i];\n\n\u00a0return area;\n\u00a0}\n\n(a) Consider first the loop at line 12, which calculates\u00a0f(x)\u00a0over a range of values of\u00a0x, and\nstores the results in an array\u00a0store[N].\n(i) Identify any data dependencies in this loop. Explain your answer.\n\n(ii) On a shared memory CPU architecture and OpenMP, this loop can be parallelised by using a\u00a0#pragma omp parallel for\u00a0directive just before the loop. Provide pseudo- code for the actions performed by each thread in the case that there are\u00a0p\u00a0= 3\u00a0threads.\n\n\n"}]}
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