Result: Done

Result: Slow

Result: Bad, didn't follow the plan. Should be much much leaner

Result: Done

Result: Done

Result: 78 cards in 47 minutes

Result: Done stats

Result: On 2f uniform convergence part

Result: Done 2(a). (1/3)

Result: Ok

Result: Ok

Result: Ok

Result: 72 cards in 42 mins (70% efficiency). No Partitions done

Result: Okay, finish Analysis later

Result: Still on q. 2

Result: On 2nd q

Result: Done LA, on Calc 1st q

Result: On the very last question. Basis for orthogonal complement: 1. Put basis vectors of U as rows of matrix. 2. Find basis of nullspace

Result: On q. 2 Gram-Schmidt

Result: 9 cards added

Result: On q. 3 Finding orthonormal basis for orthogonal complement

Result: Orthonormal list linearly independent, orthonormal basis to get the a_{i}'s

Result: Very slow start. Wasted half the time waiting for cloud to sync. Stop doing that

Result: Ok, done q. 1. Revise Gram-Schmidt next

Result: On final 2 problems

Result: On Problem 3.6

Result: Ok, on problem 3.3

Result: Done, submit before 9:30

Result: Outline written + started writing. Get more content in, get it 90% done in the next pomo

Result: Checked requirements, put audiobook on phone. Started Habits sheet, not enough

Result: Good. Have a much better understanding of how the terms in long brackets relate to each partition. Ready to move onto further questions

Result: Working on how the brackets of the generating functions are related to how the partitions are built up

Result: On Problem 3.1

Result: Rolle’s theorem —> MVT (line of best fit thm., proof is easy)

Result: Defn differentiable (finite lim) + adult defn, pf differentiable ==> continuous, pf f(a) \neq 0 and continuous at a then f(x) \neq zero for some \delta around a

Result: Ok

Result: On 2.4 (iii)

Result: On Problem 1.7. Move onto sheet 2 tomorrow

Result: On Problem 1.5

Result: Working on partitions, need to be much quicker

Result: Terrible

Result: Done

Result: Really bad

Result: On last part of stats q. 13

Result: Done. Planning 12 WY