Math, asked by Anonymous, 5 hours ago

common factors of 60,75 and 105

Answers

Answered by jayantipatil53
7

Answer:

this is a answer ok ARMY...(◍•ᴗ•◍)❤(◍•ᴗ•◍)❤(◍•ᴗ•◍)❤

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Answered by nupurnupur19
2

Answer:

THE ANSWER IS 2

Step-by-step explanation:

60 has 3 prime factors- 2, 3 and 5.

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5Hence, 70 has 2 prime factors- 3 and 5.

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5Hence, 70 has 2 prime factors- 3 and 5.So far we can see that 60 and 75 has two common prime factors- 3 and 5. Now we will prime factorize 105 to see which of these two common prime factors of 60 and 75 is common with 105 too.

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5Hence, 70 has 2 prime factors- 3 and 5.So far we can see that 60 and 75 has two common prime factors- 3 and 5. Now we will prime factorize 105 to see which of these two common prime factors of 60 and 75 is common with 105 too.Prime factorization of 105 is shown as follows:

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5Hence, 70 has 2 prime factors- 3 and 5.So far we can see that 60 and 75 has two common prime factors- 3 and 5. Now we will prime factorize 105 to see which of these two common prime factors of 60 and 75 is common with 105 too.Prime factorization of 105 is shown as follows:3|105−−−−5|35−−−7|7−−1|1−−

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5Hence, 70 has 2 prime factors- 3 and 5.So far we can see that 60 and 75 has two common prime factors- 3 and 5. Now we will prime factorize 105 to see which of these two common prime factors of 60 and 75 is common with 105 too.Prime factorization of 105 is shown as follows:3|105−−−−5|35−−−7|7−−1|1−−Thus, we can write 105 as:

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5Hence, 70 has 2 prime factors- 3 and 5.So far we can see that 60 and 75 has two common prime factors- 3 and 5. Now we will prime factorize 105 to see which of these two common prime factors of 60 and 75 is common with 105 too.Prime factorization of 105 is shown as follows:3|105−−−−5|35−−−7|7−−1|1−−Thus, we can write 105 as:105=3×5×7

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5Hence, 70 has 2 prime factors- 3 and 5.So far we can see that 60 and 75 has two common prime factors- 3 and 5. Now we will prime factorize 105 to see which of these two common prime factors of 60 and 75 is common with 105 too.Prime factorization of 105 is shown as follows:3|105−−−−5|35−−−7|7−−1|1−−Thus, we can write 105 as:105=3×5×7Hence, 105 has 3 prime factors- 3, 5 and 7.

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5Hence, 70 has 2 prime factors- 3 and 5.So far we can see that 60 and 75 has two common prime factors- 3 and 5. Now we will prime factorize 105 to see which of these two common prime factors of 60 and 75 is common with 105 too.Prime factorization of 105 is shown as follows:3|105−−−−5|35−−−7|7−−1|1−−Thus, we can write 105 as:105=3×5×7Hence, 105 has 3 prime factors- 3, 5 and 7.Now, we can see that out of these 3 factors of 105, 3 and 5 are common with that of 60 and 75.

60 has 3 prime factors- 2, 3 and 5.Now, we will prime factorize 75. It is done as follows:3|75−−−5|25−−−5|5−−1|1−−Thus, we can write 70 as:70=3×5×5Hence, 70 has 2 prime factors- 3 and 5.So far we can see that 60 and 75 has two common prime factors- 3 and 5. Now we will prime factorize 105 to see which of these two common prime factors of 60 and 75 is common with 105 too.Prime factorization of 105 is shown as follows:3|105−−−−5|35−−−7|7−−1|1−−Thus, we can write 105 as:105=3×5×7Hence, 105 has 3 prime factors- 3, 5 and 7.Now, we can see that out of these 3 factors of 105, 3 and 5 are common with that of 60 and 75.Thus, we can say that 60, 75 and 105 have 2 common prime factors, namely, 3 and 5.

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