0
8+8
7+9
6+10
and so on to
0+16
-1+17
-2+18
and on and on - forever. An infinite lot of such sums.
Then there are
7.9+8.1
7.8+8.2
and so on. An infinite lot of such sums.
Not forgetting
7.99+8.01
7.98+8.02
etc again, an infinite number.
and decimals to 3 digits, 4 digits: an infinite number in each case.
There are also sums of three number, four numbers and so on.
Oh, nearly forgot multiplications
1*16
2*8
3*5.33...
4*4
5*3.2
6*2.66...
and so on.
And products of 3 numbers, 4 numbers, ...
I hope that by this stage you got the idea.
8+8
7+9
6+10
and so on to
0+16
-1+17
-2+18
and on and on - forever. An infinite lot of such sums.
Then there are
7.9+8.1
7.8+8.2
and so on. An infinite lot of such sums.
Not forgetting
7.99+8.01
7.98+8.02
etc again, an infinite number.
and decimals to 3 digits, 4 digits: an infinite number in each case.
There are also sums of three number, four numbers and so on.
Oh, nearly forgot multiplications
1*16
2*8
3*5.33...
4*4
5*3.2
6*2.66...
and so on.
And products of 3 numbers, 4 numbers, ...
I hope that by this stage you got the idea.
8+8
7+9
6+10
and so on to
0+16
-1+17
-2+18
and on and on - forever. An infinite lot of such sums.
Then there are
7.9+8.1
7.8+8.2
and so on. An infinite lot of such sums.
Not forgetting
7.99+8.01
7.98+8.02
etc again, an infinite number.
and decimals to 3 digits, 4 digits: an infinite number in each case.
There are also sums of three number, four numbers and so on.
Oh, nearly forgot multiplications
1*16
2*8
3*5.33...
4*4
5*3.2
6*2.66...
and so on.
And products of 3 numbers, 4 numbers, ...
I hope that by this stage you got the idea.
8+8
7+9
6+10
and so on to
0+16
-1+17
-2+18
and on and on - forever. An infinite lot of such sums.
Then there are
7.9+8.1
7.8+8.2
and so on. An infinite lot of such sums.
Not forgetting
7.99+8.01
7.98+8.02
etc again, an infinite number.
and decimals to 3 digits, 4 digits: an infinite number in each case.
There are also sums of three number, four numbers and so on.
Oh, nearly forgot multiplications
1*16
2*8
3*5.33...
4*4
5*3.2
6*2.66...
and so on.
And products of 3 numbers, 4 numbers, ...
I hope that by this stage you got the idea.
8+8
7+9
6+10
and so on to
0+16
-1+17
-2+18
and on and on - forever. An infinite lot of such sums.
Then there are
7.9+8.1
7.8+8.2
and so on. An infinite lot of such sums.
Not forgetting
7.99+8.01
7.98+8.02
etc again, an infinite number.
and decimals to 3 digits, 4 digits: an infinite number in each case.
There are also sums of three number, four numbers and so on.
Oh, nearly forgot multiplications
1*16
2*8
3*5.33...
4*4
5*3.2
6*2.66...
and so on.
And products of 3 numbers, 4 numbers, ...
I hope that by this stage you got the idea.
Add your answer:
Earn +20 pts
How many different ways to write the number 49?
As many as you want. An unlimited number of ways.
How many ways can you get -14?
There are an infinite number of ways to get -14
How many ways are there to make 16 cents using dimes nickels or pennies?
There are six ways.
How many ways to make 16?
an infinite number. 16+0, 15+1, 14+2, etc. 100-84, 1000-984, etc. 1x16 2x8, 4x4, and fractions 1/2 x 32 etc. sq root 256, cube root 163 , 4th root 164 , etc. Like I said an infinite number of ways.
How many ways can you write a number?
As many as you want.
How many number of ways are there to choose 4 numbers out of 16?
16*15*14*13/(4*3*2*1) = 1820
What are other names for the number 8?
You can look at 8 as 23 power, and you an view it is 2x4 and and 16-8. There are many ways.
How many ways can four cars be parked in a row of four parking spaces?
There are 16 ways that four cars can be parked in a row of four parking spaces. You would multiply the number of cars by the number of spaces.
Ways to make 16 the number?
ends with 5 2 ways to multiply
What is 9 divided by 16 written as a mixed number?
0.5625
How many different ways to write the number 49?
As many as you want. An unlimited number of ways.
How many ways can 32 be divide so that there is an equal number left over?
the factors are 1, 2, 4, 8, 16, 32
How many ways can the letters tjkl be arranged?
There are 4! or factorial(4) = 24 ways.
How many ways can you arrange 16 trophies?
Imagine putting them on a shelf from left to right. There are 16 ways to choose the first one. Then you have 15 left so there are 15 ways of choosing one of those to be next on the shelf. Then 13 ways, 12 ways and so on until you have only one trophy left to put on the right-hand side. That means there are 16 x 15 x 14 x 13....and so on ways. This is called "factorial 16" and is written down as 16! On many calculators there is a n! button which will calculate factorial "any whole number". In the present case you simply press the buttons for 16 first and then press the n! button, which will give you 1307674368000 So it would take you quite a while to arrange them in so many different ways.
How many ways can you make 24.63?
An infinite number of ways
How many ways can you get -14?
There are an infinite number of ways to get -14
How many ways can you multipy 55?
An infinite number of ways.
