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A real lottery: 6 balls out of 49

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A real lottery: 6 balls out of 49

Here is a combination from real life. In a lottery, 6 balls are drawn out of 49, and the order does not matter. So the number of possible draws is 49C6\displaystyle {}_{49}C_{6}49​C6​.

▶ Watch this step in the video (37:14)

← PreviousChoosing 4 people from a group of 10
Next →How many different draws are there?
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In this part

PART 5: Functions

PART 5: Functions
  • π and e
  • Sine and inverse sine, in degrees
  • The hyp menu
  • An angle in another unit
  • e to a power, and the natural logarithm
  • Logarithms in base 10 and in any base
  • Powers and reciprocals
  • Roots
  • Two ways to give a point
  • Rectangular → polar
  • The same in linear display
  • Polar → rectangular
  • Rectangular → polar, third quadrant
  • Polar → rectangular, θ = 235°
  • Polar → rectangular, θ = −110°
  • Factorial
  • Absolute value
  • Random numbers
  • Choosing 4 people from a group of 10
  • A real lottery: 6 balls out of 49
  • How many different draws are there?
  • Your chance of winning
  • Rnd: calculate with the rounded value
  • Greatest common divisor and least common multiple
  • Int and Intg

Calculators

  • CASIO fx-300ES PLUS
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  • SHARP EL-W516T

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