# Miscellaneous Calculations

## Pages Algebraic manipulations, along with intersecting oval figures (with marked points of intersection)
Summary: Attempt to rewrite expression involving h, k, n2, n3 in order to substitute into equation with t1, t2, a, b to solve; many drawings of ovals, probably unrelated. Algebraic manipulations, doodled on top of an old exercise paper
Summary: Simple algebraic manipulations, doodled on a sheet used for a different problem (possibly an old exercise paper). Attempts to logarithmic and exponential equations
Summary: Attempts to solve exponential and logarithmic equations; Possible attempts to match polynomial equations to logarithmic and exponential equations for alternate solution method. Circuitry/electricity physics problem
Summary: Working on circuitry/electricity physics problem (trying to calculate change in power); Possibly assigned for school. Continued fractional term manipulations & permutations of x and y terms
Summary: Continuation of FSUDirac_12_1a_0015 and FSUDirac_12_1a_0016 with composed fraction summation; Comparison between functions at certain points and summations; Matching of given x and y values and counting combinations between them. Manipulation of fractional expressions
Summary: Continuation of FSUDirac_12_1a_0015 fractional decomposition; Attempts to write fractional expressions in terms of summation and multiplication. Manipulations of equations in many variables
Summary: Attempt to rearrange equations involving t1 through t4, b, c; Solving matrix equations containing λ (possibly evaluating eigenvalues). Manipulations of matrices involving four unknowns
Summary: Manipulation of matrices containing variables c1 through c4 and attempt to solve resulting equation. Matrices and differentiation
Summary: Analyzing arbitrarily large matrices using differentiation; Producing equations to describe elements of matrices using differentiation and indices. Old school problem diagrams
Summary: Drawings of shapes and tables; Possibly for assigned physics problems as part of school exercises. Partial derivatives involving multiple variables
Summary: Working with partial derivatives involving many variables; Listing of permutations of μ, τ, σ and ν. Patterned sequences of coefficients
Summary: Finding expressions for polynomials with infinitely patterned sequences for coefficients; finding relations between a function with infinitely patterned sequence for coefficients and its derivatives.