# Divisibility tests for 2, 3, 4, 5, 6, 9, 10 | Factors and multiples | Pre-Algebra | Khan Academy

What we can do in this video is speedy checks to see if These three random numbers are divisible by means of any of these numbers right here Now we will be able to not focal point on why it’s divisible it is simply to provide you with an notion of how one can see whether or not it’s divisible by way of 2 Or 5, 9, or 10 Let’s Let’s test to look if any of those are divisible with the aid of 2 You simply need to seem on the cell of ones and see whether or not it’s divisible through 2 here it is divisible by means of 2 So this is going to be divisible by way of 2 Zero is divisible by means of 2 So that is going to be divisible by way of 2 yet another technique to believe about it is in case you have an excellent number here and zero is my even number So it’s going to be divisible via 2 So here You wouldn’t have a number divisible by 2 that is five if not divisible through 2 So i cannot write 2 here We finished the 2 Now appear on the 3 Let’s find out if it is divisible through 3 You have to accumulate all numbers and see if the sum is divisible On three So let’s do it 2 + 7 + 9 + 9 + 5 + 8 + 8 what is going to be the sum of them? 2 + 7 = 9 and 9 + 9 = 18 and 9 = 27 and + 5 = 32 + eight = forty and + 8 = 48 And forty eight is divisible via 3 however if you’re no longer definite for the reason that it is the same as forty eight (significant quantity) in case you are now not certain whether it is divisible by way of three that you can add these numbers once more So four + eight clearly equal 12 and 12 it’s divisible via three And if you’re no longer sure you could add these numbers 1 + 2 equals three So it’s divisible by way of 3 These are right here to acquire numbers 5 + 6 equals 11 11 + 7 = 18 and + zero = 18 And in case you wanted so as to add 1 + 8 from the previous influence 18 You get 9 So the sum of the numbers is 9 If the sum complete is 9 A complete of 18 and Hwa is clearly divisible by using 3 The sum of those two numbers will equal 9 If the important thing to know is when amassing the entire sum numbers it may be divided through three So this one can also be divisible by way of 3 Let’s add the three numbers +1 zero + zero + 7 = 8 and + 6 = 14 + 5 = 19 So 19 is it Divide by way of three if we is not going to write 3 right here Divisible with the aid of 3 Let’s try the 4 think of quantity four.You simply must feel of two numbers to peer is the final two numbers Divide by four right away which you could seem at this here If not an ordinary number If it isn’t divisible by 2, then it undoubtedly is just not Divide through four this is not divisible with the aid of any of the primary three numbers 88 Do you take delivery of division by means of 4? You could feel of that as 4×22! So it’s divisible with the aid of 4 Now let’s see, the 4 15 instances you give us 60 And to arrive 70, you might have 10 it isn’t divisible by 4 which you could break up it your self Divide by seventy four, subtract the effect = 30 Divide 4 by way of multiplying the leisure by way of 2 So it is not divisible with the aid of 4 Now let’s move on to the 5 and also you in general be aware of her before in case your final number is 5 or zero, it is divisible by means of 5 So this is not divisible by using 5 This may also be divided by using 5 here is the last number you may have 5, and subsequently that is divisible by a number Divisible by using 5 Now the number 6 is the easiest approach to think concerning the ability to divide by means of 6 To be divisible via 2 and three even as To be divisible by using 6. Because the preliminary factors for 6 when analyzed it is 2 x 3. Right here, divide it through 2 and 3 if it’s divisible by way of 6 These are divisible by means of 2 and three, so they are divisible by way of 6! And if it may be divided through 2 simplest Or simplest 3, we cannot follow divisibility by way of 6 You have to have numbers 2 and 3. Right here, it is not divisible by way of neither the two nor the three So it won’t be divisible by 6 Now let’s with the 9 scan The divisibility test through 9 is very similar to the 3 test Add all numbers if divisible by means of 9 So it’s divisible by 9. Here we’ve got gathered the numbers beforehand forty eight is not divisible by way of 9 in case you are now not certain, you could add the two numbers and you’re going to get 12 And 12 is definitely indivisible through 9 So this quantity right here shouldn’t be divisible by using 9 previously here we gathered the numbers and got 18 And 18 is divisible by way of 9 So this quantity is divisible through 9 This here does now not need to unite them for the reason that you already know that it can be now not divisible with the aid of 3 If it isn’t divisible by using 3, it cannot be divisible by using 9 And if you happen to add these numbers, you’ll be able to get 19 it isn’t divisible by using 9 So that is also indivisible with the aid of 9 finally, divisibility through 10 it’s the easiest process amongst all the prior methods considering the fact that you just need to see when you have zero in the subject of ones You obviously wouldn’t have a zero here here you could have a 0 in the ones position So that is divisible by way of 10 sooner or later, here you do not have a 0 in the ones situation So it will not be divisible through 10 one other solution to suppose Divide by way of 2 and 5 while To be divisible by way of 10 here it is divisible through 5 and not 2 particularly evidently the easiest way is to have it Zero in the ones place As found on YouTube zxczxcz