Reduce 161 207 to the lowest terms.

Given fraction to reduce to lowest terms: 161 207 Here, first we need to find out the HCF between the numerator and the denominator. The HCF of 161 and 207 can be found out by using division method. It can be carried out in the following steps: From the above steps, we observe that, HCF is 23 . Now, let us simplify the given fraction, by dividing its numerator and the denominator by the HCF. ⇒ 161 207 = 161 ÷ 23 207 ÷ 23 = 7 9 Hence, the reduced form of the fraction 161 207 to its lowest terms is 7 9 .

Reduce 517 799 to the lowest terms.

Given fraction to reduce with lowest terms: 517 799 To reduce to lowest terms, we should divide the numerator and denominator by their HCF. So, first we need to find out the HCF between the numerator and the denominator. The HCF of 517 and 799 can be found out by using division method. We can perform the division as follows. The division is carried out by considering the remainder of first step as the divisor of the second step and the divisor of the first step as the dividend for the second step, until a zero remainder is obtained. We know that the HCF of the numbers will be the last divisor for which the remainder is 0 in the division. From the division, we can observe that, the remainder becomes 0 for the divisor 47 . Hence, the HCF is 47 . Now, let us simplify the given fraction, by dividing its numerator and the denominator by the HCF. So, we have 517 799 = 517 ÷ 47 799 ÷ 47 = 11 17 Hence, the reduced form of the fraction 517 799 to its lowest terms is 11 17 .

Reduce 296 481 to the lowest terms.

Given fraction to reduce with the lowest terms: 296 481 To reduce to the lowest terms, we should divide the numerator and denominator by their HCF. So, first we need to find out the HCF of the numerator and the denominator. We can find the HCF of 296 and 481 by using the division method. We can perform the division as follows. The division is carried out by considering the remainder of first step as the divisor of the second step and the divisor of the first step as the dividend for the second step. This process is continued until a zero remainder is obtained. We know that the HCF of the numbers will be the last divisor for which the remainder is 0 in the division. From the division, we can observe that, the remainder becomes 0 for the divisor 37 . Hence, the HCF is 37 . Now, let us simplify the given fraction, by dividing its numerator and the denominator by the HCF. So, we have, 296 481 = 296 ÷ 37 481 ÷ 37 = 8 13 Hence, the reduced form of the fraction 296 481 to its lowest terms is 8 13 .

Reduce 289 391 to the lowest terms.

Given fraction to reduce to the lowest terms is 289 391 . Here, first we need to find out the HCF of the numerator and the denominator. The HCF of 289 and 391 can be found by using prime factorization method. 289 = 17 × 17 391 = 17 × 23 We observe that, the common factor between 289 & 391 is 17 . ∴ The HCF of 289 and 391 is 17 . Now, let us simplify the given fraction, by dividing its numerator and the denominator by the HCF. ⇒ 289 391 = 289 ÷ 17 391 ÷ 17 = 17 23 Hence, the reduced form of the fraction 289 391 to its lowest terms is 17 23 .