Multiplying Binomials Worksheet
The trick (Urdhva Tiryagbhyam): x² term: multiply the x terms (vertical). x term: multiply crosswise and add (watch the signs). Number: multiply the numbers (vertical).
NameDateTime takenScore ___ / 40
- 1.(x + 7)(x − 2) =
- 2.(3x + 4)(x − 3) =
- 3.(5x + 5)(3x + 1) =
- 4.(x + 2)(4x + 4) =
- 5.(2x + 1)(5x + 1) =
- 6.(4x + 9)(x + 8) =
- 7.(x − 5)(4x + 3) =
- 8.(3x − 1)(2x + 2) =
- 9.(2x + 5)(5x + 4) =
- 10.(5x + 3)(5x + 6) =
- 11.(2x − 9)(3x − 3) =
- 12.(x + 1)(5x + 1) =
- 13.(3x − 1)(5x + 7) =
- 14.(3x − 3)(4x − 2) =
- 15.(5x − 5)(x + 5) =
- 16.(3x + 3)(x + 5) =
- 17.(3x + 1)(x − 2) =
- 18.(4x + 2)(2x + 8) =
- 19.(2x + 3)(x + 8) =
- 20.(4x − 3)(3x + 7) =
- 21.(3x − 6)(3x − 2) =
- 22.(3x + 4)(3x + 5) =
- 23.(4x + 2)(5x + 7) =
- 24.(5x − 4)(5x − 1) =
- 25.(3x − 2)(5x − 3) =
- 26.(3x + 4)(4x + 1) =
- 27.(x − 1)(4x + 3) =
- 28.(4x − 3)(3x + 4) =
- 29.(4x + 4)(4x + 1) =
- 30.(3x − 8)(x + 8) =
- 31.(x − 1)(x + 9) =
- 32.(4x + 1)(x − 9) =
- 33.(x − 9)(4x + 7) =
- 34.(x + 1)(3x − 1) =
- 35.(3x + 6)(3x + 1) =
- 36.(5x + 2)(4x + 8) =
- 37.(x + 6)(x + 8) =
- 38.(4x + 5)(3x + 1) =
- 39.(x − 5)(2x − 8) =
- 40.(3x + 9)(5x − 8) =
Answer key
- x² + 5x − 14
- 3x² − 5x − 12
- 15x² + 20x + 5
- 4x² + 12x + 8
- 10x² + 7x + 1
- 4x² + 41x + 72
- 4x² − 17x − 15
- 6x² + 4x − 2
- 10x² + 33x + 20
- 25x² + 45x + 18
- 6x² − 33x + 27
- 5x² + 6x + 1
- 15x² + 16x − 7
- 12x² − 18x + 6
- 5x² + 20x − 25
- 3x² + 18x + 15
- 3x² − 5x − 2
- 8x² + 36x + 16
- 2x² + 19x + 24
- 12x² + 19x − 21
- 9x² − 24x + 12
- 9x² + 27x + 20
- 20x² + 38x + 14
- 25x² − 25x + 4
- 15x² − 19x + 6
- 12x² + 19x + 4
- 4x² − x − 3
- 12x² + 7x − 12
- 16x² + 20x + 4
- 3x² + 16x − 64
- x² + 8x − 9
- 4x² − 35x − 9
- 4x² − 29x − 63
- 3x² + 2x − 1
- 9x² + 21x + 6
- 20x² + 48x + 16
- x² + 14x + 48
- 12x² + 19x + 5
- 2x² − 18x + 40
- 15x² + 21x − 72
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