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- make it a perfect cube - Brainly
Click here 👆 to get an answer to your question ️ what is the Smallest number by which 3600 must be divided to make it a perfect cube ?
- 27. Divide 8748 by the smallest number so that the quotient is a . . .
The cube root of the quotient = 9; Step-by-step explanation: Given: 8748 Find: The smallest number with which if 8748 is divided it will be a perfect cube Solution: Step 1: Prime Factorization of 8748 8748 = 2×2×3×3×3×3×3×3×3 To be a perfect cube each factor should be in a group of three we have 8748 = 2²×3⁷
- cube(c) Is 15379 a perfect cube? If not, by what number it . . . - Brainly
To check if 15379 is a perfect cube: 15379 = ∛(15379) Calculating: ∛(15379) ≈ 27 03 (not an integer) Therefore, 15379 is not a perfect cube To find the number to divide 15379 to get a perfect cube: Factorize 15379: 15379 = 17 × 17 × 17 × 3 To make it a perfect cube, divide by 3: 15379 ÷ 3 = 5130 Now, 5130 is not a perfect cube
- New questions in Math - Brainly
Since the cube root is not an integer, 23,328 is not a perfect cube (2) If not, then what is the smallest number to be multiplied to make it a perfect cube? OR What is the cube-root of the resulting number? To find the smallest number to be multiplied to make 23,328 a perfect cube, we can factor 23,328 into its prime factors: 1 Finding Prime
- Show that 384 is not a perfect cube - Brainly
For example, 64 is a perfect cube because it can be expressed as 4 * 4 * 4 To show that 384 is not a perfect cube, we can factorize it into its prime factorization The prime factorization of 384 is 2^6 * 3 This means that 384 is not a perfect cube because the exponent of 2 in its prime factorization is not 3 Here is a step-by-step explanation:
- 1. Is 23328 a perfect cube? 2. If not what is the smallest . . . - Brainly
Check for perfect cube: For a number to be a perfect cube, the powers of all prime factors must be divisible by 3 Here, 2 5 2 5 has a power of 5, which is not divisible by 3 3 6 3 6 has a power of 6, which is divisible by 3 Thus, 23328 23328 is not a perfect cube because the power of 2 is not divisible by 3 Step 2: Find the
- Find the smallest non-zero whole number which can be . . . - Brainly
2 Identify Missing Factors for a Perfect Cube: * To make 162 a perfect cube, we need two more 2's and one more 3 3 Calculate the Smallest Multiplier: * Smallest multiplier = 2² * 3¹ = 4 * 3 = 12 Therefore, the smallest non-zero whole number that can be multiplied by 162 to give a cube number is 12
- How do i calculate cube root of non perfect cube numbers - Brainly
Calculating the cube root of non-perfect cube numbers can be done using various methods Here are a few: 1 *Numerical Method*: Use a calculator or online tool to find the cube root directly 2 *Long Division Method*: Divide the number by a series of perfect cubes to find the closest cube root 3 *Estimation Method*: Estimate the cube root by
- Find out that smallest number which when multiplied by 256 . . . - Brainly
Now, we have to find the smallest number which when multiplied by 256 will make the product a perfect cube So, in order to find the smallest number which when multiplied by 256 will make the product a perfect cube, we use method of prime factorization So, prime factorization of 256 as So, So, we need one more 2 to make triplets
- Find the smallest number by which 256 must be multiplied to obtain a . . .
Find the smallest number by which 256 must be multiplied to obtain a perfect cube must include the steps and fast - 20123994
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