DP Mathematics HL Questionbank

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Directly related questions

• 18M.3dm.hl.TZ0.2b.ii: Hence solve the linear congruence $5x \equiv 7\left( {{\text{mod}}\,13} \right)$.
• 12M.3dm.hl.TZ0.1b: Find the least positive solution of $123x \equiv 1(\bmod 2347)$ .
• 12M.3dm.hl.TZ0.5c: Use the Chinese remainder theorem, or otherwise, to evaluate ${2^{2003}}(\bmod 1001)$, noting...
• 12M.3dm.hl.TZ0.1c: Find the general solution of $123z \equiv 5(\bmod 2347)$ .
• 12M.3dm.hl.TZ0.1d: State the solution set of $123y \equiv 1(\bmod 2346)$ .
• 12N.3dm.hl.TZ0.3c: Using part (b), solve $287w \equiv 2(\bmod 319$) , where...
• 08N.3dm.hl.TZ0.1c: In each of the following cases find the solutions, if any, of the given linear congruence. (i)  ...
• 13M.3dm.hl.TZ0.1b: (i)     Find the general solution to the diophantine equation $332x - 99y = 1$. (ii)    ...