randRange(0, 3) randFromArray([1, 2, 3, 3, 3, 4, 5, 6, 6, 6, 7, 8]) N1 + N2 / 9 10 1 MULT1 - MULT2 floorTo(4, (MULT1 * N4)) floorTo(4, (MULT2 * N4)) round(RES1 - RES2) getGCD(DIFF, DIFF_MULTI)

Rewrite as a simplified fraction.

`\large{N1.\overline{N2} = {?}}`

N4

randRange(0, 3) randFromArray([1, 5]) N1 + N2 / 6 100 10 MULT1 - MULT2 floorTo(4, (MULT1 * N4)) floorTo(4, (MULT2 * N4)) round(RES1 - RES2) getGCD(DIFF, DIFF_MULTI)

Rewrite as a simplified fraction.

`\large{N1.1\overline{6} = ?}`

`\large{N1.8\overline{3} = ?}`

N4

Let `x` equal the decimal. Set up two equations such that the digits after the decimal point are identical.

`\large{\begin{align*} MULT1x &= RES1...\\ coefficient(MULT2)x &= RES2... \end{align*}}`

Subtracting the two equations, we have:

`\large{DIFF_MULTIx = DIFF}`

`\large{ x = fraction(DIFF, MULT1 - MULT2)} \quad \text{or} \quad\large{mixedFractionFromImproper(DIFF, DIFF_MULTI)}`

`\large{x = fractionReduce(DIFF, DIFF_MULTI)} \quad \text{or} \quad\large{mixedFractionFromImproper(DIFF / GCD, DIFF_MULTI / GCD)}`