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10 questions · Mixed topics · Mixed difficulty

Mathbound · Contest practice

Mixed topics worksheet

Mixed difficulty

Name

Date

  1. 1.
    Compute 610 mod 116^{10}\bmod 11.
    • A.4
    • B.1
    • C.6
    • D.2
    • E.3
  2. 2.
    How many positive integers n≤150n\le 150 are divisible by 66?
    • A.21
    • B.26
    • C.144
    • D.24
    • E.25
  3. 3.
    Right triangle with legs 2424 and 4545. Hypotenuse?
    • A.45
    • B.69
    • C.51
    • D.50
    • E.52
  4. 4.
    How many positive integers k≤120k\le 120 satisfy gcd⁡(k,120)=1\gcd(k,120)=1?
    • A.32
    • B.24
    • C.42
    • D.119
    • E.60
  5. 5.
    Lattice points strictly inside the right triangle with vertices (0,0)(0,0), (17,0)(17,0), (0,14)(0,14)?
    • A.104
    • B.103
    • C.105
    • D.31
    • E.119
  6. 6.
    How many 33-digit positive integers have **distinct** digits and have digit sum equal to 1212?
    • A.54
    • B.61
    • C.66
    • D.72
    • E.78
  7. 7.
    Right triangle with legs 2727 and 3636. Hypotenuse?
    • A.46
    • B.36
    • C.63
    • D.45
    • E.44
  8. 8.
    A frog starts at pad 00 and jumps +1+1 or +2+2 each move. Pad 1313 is unsafe. How many jump sequences reach pad 2020 without landing on pad 1313?
    • A.3029
    • B.3031
    • C.3030
    • D.10946
    • E.3028
  9. 9.
    How many ways can a committee of 22 be chosen from 77 people?
    • A.22
    • B.7
    • C.20
    • D.14
    • E.21
  10. 10.
    How many positive integers n≤100n\le 100 satisfy n≡4(mod5)n\equiv 4\pmod{5}?
    • A.20
    • B.22
    • C.21
    • D.23
    • E.19

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Free AMC Math Worksheet Generator — Mathbound