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0.642 reduce in lowest terms?
0.642 as a fraction in its lowest terms is 321/500
What is the Prime factorization of denominator?
Prime factorization is a term that applies to any positive integer and has no particular relation to denominators, except it a useful concept in reducing fractions sto lowest terms. The term means to divide a number into primes, which means numbers that can not be divided further. Example: the prime factorization of 24 is 2*2*2 * 3 ( I use the symbol * to mean multiply) For is 60 is 2*2*3*5 for 49 is 7*7 for 47 is just 47 since this is a prime. To reduce a fraction to lowest terms, find the prime factorization of both the denominator and the numerator and cancel all the common factors. Example : reduce 84/120 84= 2*2*3*7 120 = 2*2*2* 3* 5 so 2 can be canceled twice , and 3 once, so the answer is 7/ 2*5 = 7/10
Reduce 18 12 to lowest terms?
3/2
Reduce to lowest terms 54 81?
2/3
Reduce 30 over 35 to lowest terms?
5/7
The correct prime factorization of 20 over 50 and then reduce the fraction to lowest terms?
2/5
What is the prime factorization of 175 over 245 and then reduce to lowest terms?
175/245 = (5*5*7)/(5*7*7) = 5/7
Can 22 35ths be simplified?
No. 22 has prime factorization of 2*11, and 35 has prime factorization of 7*5. Since there are no common prime factors, 22/35 is irreducible (is in lowest terms).
What is the prime factorization of 30 over 150?
30/150 = 1/5 as a fraction in its lowest terms
How do you reduce a percent to its lowest terms?
It is not possible to reduce a percent to it's lowest terms. It is possible to reduce a fraction to it's lowest terms, however.
Can you reduce 17 24 to lowest terms?
no that's as low as it can go because 17 is a prime number
Can we reduce 23 over 24?
No because 23 is a prime number and so 23/24 is in its lowest terms
Reduce the fraction 3648 to its lowest terms?
To reduce the fraction 3648 to its lowest terms, we need to find the greatest common divisor (GCD) of 3648 and then divide both the numerator and the denominator by this GCD. The prime factorization of 3648 is 2^5 * 3 * 19. To simplify, we can divide both the numerator and the denominator by the GCD, which is 48 (2^4 * 3). Therefore, 3648 ÷ 48 = 76. Thus, the fraction 3648 simplifies to 76 in its lowest terms.
0.642 reduce in lowest terms?
0.642 as a fraction in its lowest terms is 321/500
Can you reduce 39 over 44 in lowest terms?
No, it is already a fraction in its lowest terms.
What is the Prime factorization of denominator?
Prime factorization is a term that applies to any positive integer and has no particular relation to denominators, except it a useful concept in reducing fractions sto lowest terms. The term means to divide a number into primes, which means numbers that can not be divided further. Example: the prime factorization of 24 is 2*2*2 * 3 ( I use the symbol * to mean multiply) For is 60 is 2*2*3*5 for 49 is 7*7 for 47 is just 47 since this is a prime. To reduce a fraction to lowest terms, find the prime factorization of both the denominator and the numerator and cancel all the common factors. Example : reduce 84/120 84= 2*2*3*7 120 = 2*2*2* 3* 5 so 2 can be canceled twice , and 3 once, so the answer is 7/ 2*5 = 7/10
How do you put 410 in the lowest terms?
To put 410 in the lowest terms, you need to find the greatest common divisor (GCD) of 410 and reduce the fraction by dividing both the numerator and denominator by the GCD. Since 410 is a prime number, the lowest terms for 410 would be 410/1.
