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Why cant 2 odd numbers added together answer as an odd number?
any odd number is of the form 2n +1 so (2a+ 1) + (2b +1) gives 2(a + b) +2 , ie an even number plus 2 which is another even number
What must be added to 38 to make 100?
To find the number that must be added to 38 to make 100, you would subtract 38 from 100. This calculation gives you 62. Therefore, 62 must be added to 38 to make 100.
What positive number added to its reciprocal gives the maximum sum?
To find the positive number ( x ) that, when added to its reciprocal ( \frac{1}{x} ), gives the maximum sum, we can express the sum as ( S = x + \frac{1}{x} ). By using calculus, we can determine that this function reaches its minimum at ( x = 1 ), which means that the maximum sum occurs symmetrically around that point. Therefore, the maximum sum ( S ) occurs at ( x = 1 ), giving ( S = 1 + 1 = 2 ).
What is the product of any number times 1?
one number will be added
When 1 subtracted from a number gives?
X-1
When 1 added to a number gives it?
1 Addedto a number,gives succsesor
When 1 is added to a number and the answer then trebled it gives the same result as doubling the number and then adding 4 find the number?
5
What added to 7divided by 10 gives 1 and 3 divided by 10?
What added to 7divided by10 gives 1 and 3divided by 10?
What is the answer if a natural number is doubled when added to its reciprocal?
A natural number is doubled when added to its reciprocal. Find that number!
Why cant 2 odd numbers added together answer as an odd number?
any odd number is of the form 2n +1 so (2a+ 1) + (2b +1) gives 2(a + b) +2 , ie an even number plus 2 which is another even number
What must be added to 38 to make 100?
To find the number that must be added to 38 to make 100, you would subtract 38 from 100. This calculation gives you 62. Therefore, 62 must be added to 38 to make 100.
What positive number added to its reciprocal gives the maximum sum?
To find the positive number ( x ) that, when added to its reciprocal ( \frac{1}{x} ), gives the maximum sum, we can express the sum as ( S = x + \frac{1}{x} ). By using calculus, we can determine that this function reaches its minimum at ( x = 1 ), which means that the maximum sum occurs symmetrically around that point. Therefore, the maximum sum ( S ) occurs at ( x = 1 ), giving ( S = 1 + 1 = 2 ).
What least number must be added with 1 to obtain a prime number?
1
What is the product of any number times 1?
one number will be added
What are the whole number which when multiplied with itself gives the same number?
1*1=1
What number when multiplied by itself gives 1?
1
When 1 subtracted from a number gives?
X-1
