Solving separable differential equations (Add newly created Can” statements • “I and using them in modeling. In that are the Clear Learning Targets in particular, studying the equation = y' ky this column, based on the grade level and exponential growth. indicator listed to the left.) I can… Add your resources and strategies here F. Numerical approximations to Use of Riemann and trapezoidal sums to definite integrals. approximate definite integrals of (Add created Can” statements “I functions represented algebraically, that are the Clear Learning Targets in graphically, and by tables of values. this column, based on the grade level indicator listed to the left.) IV. Polynomial Approximations and Series College level College level Learning Targets Strategies/Resources Standard and Benchmark Indicators I can… Add your resources and strategies here Concept of series A. A series is defined as a sequence of partial sums, and convergence is defined (Add newly created Can” statements “I in terms of the limit of the sequence of that are the Clear Learning Targets in partial sums. Technology can be used to this column, based on the grade level explore convergence or divergence. indicator listed to the left.)
• Solving separable differential equations and using them in modeling. In particular, studying the equation y' = ky and exponential growth. (Add newly created “I Can” statements that are the Clear Learning Targets in this column, based on the grade level indicator listed to the left.) F. Numerical approximations to definite integrals. Use of Riemann and trapezoidal sums to approximate definite integrals of functions represented algebraically, graphically, and by tables of values. I can… (Add created “I Can” statements that are the Clear Learning Targets in this column, based on the grade level indicator listed to the left.) Add your resources and strategies here IV. Polynomial Approximations and Series College level Standard and Benchmark College level Indicators Learning Targets Strategies/Resources A. Concept of series A series is defined as a sequence of partial sums, and convergence is defined in terms of the limit of the sequence of partial sums. Technology can be used to explore convergence or divergence. I can… (Add newly created “I Can” statements that are the Clear Learning Targets in this column, based on the grade level indicator listed to the left.) Add your resources and strategies here
Calculus%20BC.docx