BASIC MATH EXAMPLES


UPSIDE-DOWN DIVISION: UPSIDE-DOWN DIVISION OF 180


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UPSIDE-DOWN DIVISION OF 180

Upside-down division of 180 is shown below.

2081209354351551

(180 = 22 × 32 × 5)

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DESCRIPTIONS

  • 180 is divisible by 2. Write 2 to the left. When 180 is divided by 2 the result is 90. Write 90 under 180
  • 90 is divisible by 2. Write 2 to the left. When 90 is divided by 2 the result is 45. Write 45 under 90
  • 45 is divisible by 3. Write 3 to the left. When 45 is divided by 3 the result is 15. Write 15 under 45
  • 15 is divisible by 3. Write 3 to the left. When 15 is divided by 3 the result is 5. Write 5 under 15
  • 5 is divisible by 5. Write 5 to the left. When 5 is divided by 5 the result is 1. Write 1 under 5
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OTHER INFORMATION

  • The prime factors of 180 are 2, 3 and 5

  • Prime factorization of 180 is as following.

    • Without Exponents: 180 = 2 × 2 × 3 × 3 × 5

    • With Exponents:180 = 22 × 32 × 5

INFORMATION

The solution and descriptions above are generated by the upside-down division calculator. You can use the upside-down division calculator to see the upside-down division of other numbers.

 
 

UPSIDE-DOWN DIVISION

Upside-down division is a method used to find the prime factors and prime factorization of a number.

In this method, we draw a rectangular line and write the number on the RHS. Then we try to find a prime number that divides the number on the right. Once we find such a prime number, we write it on the left. We make the division and write the result under the number. on the RHS and continue the algorithm until we reach 1 on the RHS.

The numbers on the LHS are the prime factors. The prime factorization can be found by multiplying those prime numbers.

OTHER FEATURES OF 180

👉 Click here to see the factor tree of 180

👉 Click here to see the factors of 180

👉 Click here to see the prime factors of 180

👉 Click here to see the prime factorization of 180

 

EXAMPLES

Upside-Down Division Examples