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Integrate seven trigonometric shapes: reduced powers over a + b sin, an odd tangent beside sqrt(a + b sin^2), and five more - #2026
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…an odd tangent beside sqrt(a + b sin^2), and five more - An even power of a cosine over a power of a + b sin, reduced in the power of the binomial. - An odd power of a tangent beside a root of a + b sin^2, under v = sin^2. - From the twelfth power, a power of a tangent over a power of a + a sec, cancelled. - A root of 1 - cos beside another root, under the cosine. - Roots that are a constant times a power of x, taken out as that constant. - A power of a secant over a power of a cos + b sin, in powers of a + b tan. - An odd power of a sine over a power of a + b tan^2, under the cosine with a - b named. Chain against master f7f2a7a: pocket of 1,267 rows, 1,250 -> 1,259 solved, 0 wrong; samples unchanged; the 10 rows that moved, alone, 2 -> 9 solved: 4.1.1.2:512, 513, 4.1.7:671 and 4.3.7:108 past the budget there, 4.2.2.1:897, 898 and 4.7.7:51 declined; 4.1.1.2:516 13.1 GB -> 0.01 GB. 4.3.7:470 is declined on both. No row's allocation grew past 1.3x. Part of #233. Co-Authored-By: Claude Opus 5.5 (1M context) <noreply@anthropic.com> Claude-Session: https://claude.ai/code/session_012sonx8iAspMiwRwokT1Ura
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Part of #233.
Seven shapes of Rubi's family 4, one test class and one BREAKING-CHANGES entry each:
a + b sin, reduced in the power of the binomial.a + b sin^2, underv = sin^2.a + a sec, cancelled.1 - cosbeside another root, under the cosine.a cos + b sin, written in powers ofa + b tan.a + b tan^2, under the cosine witha - bnamed.Chain against master f7f2a7a, with the harness at its current revision on both arms:
The ten rows that moved, alone: 2 → 9 solved.
The entries' "Now" lengths are re-measured on this build after the rebase. 40 tests pass locally across the seven classes and the corpus gate.
Rebased onto 47ab958. Master's two-roots-as-one rule now comes before this branch's rule for constant roots, in the dispatcher; both are kept. All nine rows still answer on the rebased build, and the BREAKING-CHANGES lengths still match it. The full suite passes locally: 16463 passed, 0 failed. This overlaps with #2031 on
sqrt(1 - cos(x))/sqrt(a - cos(x)), and whichever merges second gets its entry re-measured.After #2031 merged.
sqrt(1 - cos(x))/sqrt(a - cos(x))is answered first by this branch's rule, in 98 characters where #2031's route writes 70. Both answers are right. The rule runs early because the quotient formsqrt((1 - cos(x))/(a - cos(x)))ran out of time before any later route reached it, so the order stays as it is, and this commit updates #2031's row to 98.🤖 Generated with Claude Code
https://claude.ai/code/session_012sonx8iAspMiwRwokT1Ura