UAT-UK SPEC CODE: C3 (Chemical formulae, equations and mass fractions)ASSUMED MATHS 1 PREREQUISITE: M3.5FREQUENCY: VERY HIGH
Empirical/Molecular Formula from Reacting Mass Fractions & Hydrated Salt Water of Crystallisation (M·xH2O)
Deconstructed from 20 past UAT-UK questions (8.89% of all historical Chemistry papers). Students using standard A-Level classroom methods spend an average of 150s on this archetype—blowing past the 90s ESAT budget. Using the 2-line Sub-90 heuristic below compresses solve time to 40s (saving 110s per question).
Historical Frequency
20 Past Qs
8.89% of Chemistry
Classroom Trap Time
150s
+60s over 90s budget
Sub-90 Target Time
40s
Banks +110s on the clock
Dominant UI Format
5-Option A–E
Maths 1 Skill: M3.5
Card 1 & Card 2 Preview: The Classroom Time Trap vs. Sub-90 2-Line Rule
Excerpted from our interactive 6-Step Topic Lesson for ARCH-C-17.
CARD 1 OF 6 • THE CLASSROOM TIME TRAP (150s)
Why Students Bleed Time:
Step 1: Find the mass of water driven off: . Step 2: Calculate the moles of anhydrous () and moles of (): and . Step 3: Divide to find the mole ratio: (~95s).
In 20 past UAT-UK questions (8.89% of Chemistry), candidates lose 110s by the mole ratio x = n(h2o) / n(m) must compare water lost against the remaining anhydrous salt (m_final / m_r(m)), never the initial hydrated mass! Instead, apply C3 with Maths 1 skill M3.5.
CARD 2 OF 6 • THE 2-LINE SUB-90 HEURISTIC (<40s)
Line 1 (Moles of Anhydrous Salt vs Water Loss): ; .
Line 2 (Ratio): (20s).
Sanity & Limit Check: Verify units/signs against
fence_post_or_domain_trap (In heating a hydrated salt M·xH2O, dividing mass of water lost (m_initial - m_final) by the initial HYDRATED mass instead of the final ANHYDROUS salt mass m_final) and fence_post_or_domain_trap (Rounding a 1 : 1.33 or 1 : 1.5 mole ratio down to 1 : 1 instead of multiplying all ratios by 3 (to get 3 : 4, e.g. Fe3O4) or by 2 (to get 2 : 3, e.g. Fe2O3)).Examiner Distractor Blueprint for ARCH-C-17
FOIL #1fence_post_or_domain_trap
In heating a hydrated salt M·xH2O, dividing mass of water lost (m_initial - m_final) by the initial HYDRATED mass instead of the final ANHYDROUS salt mass m_final
The mole ratio x = n(H2O) / n(M) must compare water lost against the remaining anhydrous salt (m_final / M_r(M)), never the initial hydrated mass!
FOIL #2fence_post_or_domain_trap
Rounding a 1 : 1.33 or 1 : 1.5 mole ratio down to 1 : 1 instead of multiplying all ratios by 3 (to get 3 : 4, e.g. Fe3O4) or by 2 (to get 2 : 3, e.g. Fe2O3)
Force-rounding a .33 or .5 decimal mole ratio instead of scaling to the smallest whole-number ratio.
FOIL #3intermediate_stop_trap
Stopping at the empirical formula (e.g. CH2O, M_r = 30) without scaling by (M_r_actual / M_r_empirical) to obtain the molecular formula (e.g. C6H12O6, M_r = 180)
Reporting the simplest integer ratio when the question asks for the true molecular formula of the given M_r.
FOIL #4subsystem_isolation_trap
Using crucible + sample gross mass without subtracting the empty crucible tare mass before calculating moles of metal and oxygen
Failing to subtract the empty container mass from both initial and final crucible weighings.
Try 1 Live Sample Question Under the 90-Second Stopwatch
Press W to open the 2-line dry-wipe scratchpad, select A–E, and lock in to reveal the Dual-View solution.
ARCH-C-17: Empirical/Molecular Formula from Reacting Mass Fractions & Hydrated Salt Water of Crystallisation (M·xH2O) (Sample)Chemistry
00:00.0
SUB-90 ZONE (<40S)
0.0s40s Sub-9090s ESAT Budget150s Classroom
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A–E + EnterQuestion 1 of 1 • 90s Target
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Chemistry•ARCH-C-17•Standard 5-Option
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