The pattern goes -1 x5 so the next number is 19x5 which is 95
The next whole number is: 990996
What number goes into 1011
nearest next number either side of 5 middle number 2.309 goes to 2.31 as only 0.001 away (2.300 is larger 0.009 away) 2.31 goes to 2.3 as only 0.01 away 2.3 goes to 2 as only 0.3 away
It's difficult to explain, but I'll try. You have to find out the amount of times the denominator (bottom number) goes into the numerator (top number) that will give you the whole number part for a mixed numeral. You then get the remaining fraction and you put it next to your whole number. For example: 12/8, 8 goes into twelve once so now you have a 1, 4/8 is your remainder (what is left). You put that next to your whole number, and now you have 1 4/8, therefore, 12/8=1 4/8.
In Mission 3, the number next to N goes on top, the number next to E goes on the right, the number next to S goes on the bottom, and the number next to W goes on the left.
The next whole number after 1 is 2
16, then 32, then 64. The number is doubled each time.
, On the upper right hand of the paper is a number. The 1040 goes in front, then any Schedule goes next starting with "A", then any form goes behind that starting with the lowest number.
5 Anything under over .5 goes up to the next number
you add the next odd number in the sequence. first you add 1, then 3, 5, 7, 9...
The pattern is that every time you go to the next number it goes down half as much as it went down the time before that. For example the next number would be 7 and the next would be 5.5
13 because each time it goes 1 odd number up.
there is always another number after that one so there is no highest number.some people say infintity which goes on forever.
The pattern goes -1 x5 so the next number is 19x5 which is 95
The number that goes after 475,951,003,025 would be 475,951,003,026. This is taught in 2nd grade math.
There is no NEXT number. Suppose x was the next number. That means 38 is less than x and there is no number between 38 and x (otherwise x would not be next. Well, what about (38+x)/2? It is easy to show that this is bigger than 38 and smaller than x so is between the two. There goes the supposition that x was the next number. So what about (38+x)/2? The number halfway between 38 and this one will be better. And the number halfway between 38 and the next one will be better, etc, etc, etc.