Chemistry291

Factors of 2||What are the Factors of 2? Factors of 2 Today we are going to find out the factors of 2 in just few steps.               Step-1: ◆The numbers that can divide 2 without remainder are called 2's factors. ◆Rule-1: N's factor is the number that can divide N without remainder. ◆Notice that the factors of a number always includes 1 and itself.              Step-2: Notice that the factors of a number always includes 1 and itself. So,the factors of 2 are 1, ............2. ●A simple way is to find what pairs of numbers multiply to get 2. ●2 = 1× 2 2 is divisible by 1 and 2 without any remainder.So,1 and 2 are the two factors of 2. Proofs: ●2/1=2 ●2/2=1                 Step-3: So,the total number of positive factors of 2 (including 1 and itself) are 1 and 2.             Step-4 ●We have to keep in mind that the factors of an integer include both the positive and negative integers. So, the factors of 2 

Factors of 42||What are the Factors of 42? Today we are going to find out the factors of 42 in just few steps.               Step-1: ◆The numbers that can divide 42 without remainder are called 42's factors. ◆Rule-1: N's factor is the number that can divide N without remainder. ◆Notice that the factors of a number always includes 1 and itself.              Step-2: Notice that the factors of a number always includes 1 and itself. So,the factors of 42 are 1, ............42. ●A simple way is to find what pairs of numbers multiply to get 42. ●42 = 1× 42 42 is divisible by 1 and 42 without any remainder.So,1 and 42 are the two factors of 42. Proofs: ●42/1=42 ●42/42=1            Step-3: Already we have gotten two factors of 42 which are 1 and 42.In this step we will find out other factors of 42 by applying the following rule. ◆N's factor is the number that can divide N without remainder. So,the numbers that can divid

Factors of 20||What are the Factors of 20? Factors of 20 Today we are going to find out the factors of 20 in just few steps.               Step-1: ◆The numbers that can divide 20 without remainder are called 20's factors. ◆Rule-1: N's factor is the number that can divide N without remainder. ◆Notice that the factors of a number always includes 1 and itself.              Step-2: Notice that the factors of a number always includes 1 and itself. So,the factors of 20 are 1, ............20. ●A simple way is to find what pairs of numbers multiply to get 20. ●20 = 1× 20 20 is divisible by 1 and 20 without any remainder.So,1 and 20 are the two factors of 20. Proofs: ●20/1=20 ●20/20=1            Step-3: Already we have gotten two factors of 20 which are 1 and 20.In this step we will find out other factors of 20 by applying the following rule. ◆N's factor is the number that can divide N without remainder. So,the numbers that can divide 20 w

Factors of 30||What are the Factors of 30? Factors of 30 Today we are going to find out the factors of 30 in just few steps.               Step-1: ◆The numbers that can divide 30 without remainder are called 30's factors. ◆Rule-1: N's factor is the number that can divide N without remainder. ◆Notice that the factors of a number always includes 1 and itself.              Step-2: Notice that the factors of a number always includes 1 and itself. So,the factors of 30 are 1, ............30. ●A simple way is to find what pairs of numbers multiply to get 30. ●30 = 1× 30 30 is divisible by 1 and 30 without any remainder.So,1 and 30 are the two factors of 30. Proofs: ●30/1=30 ●30/30=1            Step-3: Already we have gotten two factors of 30 which are 1 and 30.In this step we will find out other factors of 30 by applying the following rule. ◆N's factor is the number that can divide N without remainder. So,the numbers that can

Factors of 60||What are the Factors of 60? Today we are going to find out the factors of 60 in just few steps.               Step-1: ◆The numbers that can divide 60 without remainder are called 60's factors. ◆Rule-1: N's factor is the number that can divide N without remainder. ◆Notice that the factors of a number always includes 1 and itself.              Step-2: Notice that the factors of a number always includes 1 and itself. So,the factors of 60 are 1, ............60. ●A simple way is to find what pairs of numbers multiply to get 60. ●60 = 1× 60 60 is divisible by 1 and 60 without any remainder.So,1 and 60 are the two factors of 60. Proofs: ●60/1=60 ●60/60=1            Step-3: Already we have gotten two factors of 60 which are 1 and 60.In this step we will find out other factors of 60 by applying the following rule. ◆N's factor is the number that can divide N without remainder. So,the numbers that can divide 60 without rema

Factors of 72||What are the Factors of 72? Factors of 72 Today we are going to find out the factors of 72 in just few steps.               Step-1: ◆The numbers that can divide 72 without remainder are called 72's factors. ◆Rule-1: N's factor is the number that can divide N without remainder. ◆Notice that the factors of a number always includes 1 and itself.              Step-2: Notice that the factors of a number always includes 1 and itself. So,the factors of 72 are 1, ............72. ●A simple way is to find what pairs of numbers multiply to get 72. ●72 = 1× 72 72 is divisible by 1 and 72 without any remainder.So,1 and 72 are the two factors of 72. Proofs: ●72/1=72 ●72/72=1            Step-3: Already we have gotten two factors of 72 which are 1 and 72.In this step we will find out other factors of 72 by applying the following rule. ◆N's factor is the number that can divide N without remainder. So,the numbers that can di

How to Find the Factors of 8 Today we are going to know how to find out the factors of 8 in just few steps.               Step-1: ◆The numbers that can divide 8 without remainder are called 8's factors. ◆Rule-1: N's factor is the number that can divide N without remainder. ◆Notice that the factors always includes 1 and itself.              Step-2: Notice that the factors always includes 1 and itself. So,the factors of 8 are 1, ............8. ●A simple way is to find what pairs of numbers multiply to get 8. ●8 = 1× 8 8 is divisible by 1 and 8bwithout any remainder.So,1 and 8 are the two factors of 8. Proofs: ●8/1=8 ●8/8=1            Step-3: Already we have gotten two factors of 8 which are 1 and 8.In this step we will find out other factors of 8 by applying the following rule. ◆N's factor is the number that can divide N without remainder. So,the numbers that can divide 8 without remainder are called 8's factors. ●A simple way is to find what pairs of numb

Factors of 48||What are the Factors of 48? Today we are going to find out the factors of 48 in just few steps.               Step-1: ◆The numbers that can divide 48 without remainder are called 48's factors. ◆Rule-1: N's factor is the number that can divide N without remainder. ◆Notice that the factors always includes 1 and itself.              Step-2: Notice that the factors always includes 1 and itself. So,the factors of 48 are 1, ............48. ●A simple way is to find what pairs of numbers multiply to get 48. ●48 = 1× 48 48 is divisible by 1 and 48 without any remainder.So,1 and 48 are the two factors of 48. Proofs: ●48/1=48 ●48/48=1            Step-3: Already we have gotten two factors of 48 which are 1 and 48.In this step we will find out other factors of 18 by applying the following rule. ◆N's factor is the number that can divide N without remainder. So,the numbers that can divide 48 without remainder are called 48's factors. ●A

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Factors of 18||What are the Factors of 18? Today we are going to find out the factors of 18 in just few steps.               Step-1: ◆The numbers that can divide 18 without remainder are called 18's factors. ◆Rule-1: N's factor is the number that can divide N without remainder. ◆Notice that the factors always includes 1 and itself.              Step-2: Notice that the factors always includes 1 and itself. So,the factors of 18 are 1, ............18. ●A simple way is to find what pairs of numbers multiply to get 18. ●18 = 1× 18 18 is divisible by 1 and 18 without any remainder.So,1 and 18 are the two factors of 18. Proofs: ●18/1=18 ●18/18=1            Step-3: Already we have gotten two factors of 18 which are 1 and 18.In this step we will find out other factors of 18 by applying the following rule. ◆N's factor is the number that can divide N without remainder. So,the numbers that can divide 18 without remainder are called 18's facto