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How many ways can make 75? - Answers

Infinitely many.Start with sums of two integers37+38, 36+39, 35+40, ... 0+75, -1+76, -2+77, ... and so on, for infinitely many sums.Next, consider number to 1 decimal place (dp):37.5+37.5, 37.4+37.6, 37.3+37.7 and so on.Then consider numbers to 2 dp, then 3 dp, and so on, all the way to infinitely many dp.When you have completed that task(!), you can restart with sums of 3 numbers, then 4 numbers and so on, to sums of infinitely many numbers.After that, there are multiplications, and then other mathematical functions such as powers, trigonometric functions, and so on.



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How many ways can make 75? - Answers

https://math.answers.com/basic-math/How_many_ways_can_make_75

Infinitely many.Start with sums of two integers37+38, 36+39, 35+40, ... 0+75, -1+76, -2+77, ... and so on, for infinitely many sums.Next, consider number to 1 decimal place (dp):37.5+37.5, 37.4+37.6, 37.3+37.7 and so on.Then consider numbers to 2 dp, then 3 dp, and so on, all the way to infinitely many dp.When you have completed that task(!), you can restart with sums of 3 numbers, then 4 numbers and so on, to sums of infinitely many numbers.After that, there are multiplications, and then other mathematical functions such as powers, trigonometric functions, and so on.



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https://math.answers.com/basic-math/How_many_ways_can_make_75

How many ways can make 75? - Answers

Infinitely many.Start with sums of two integers37+38, 36+39, 35+40, ... 0+75, -1+76, -2+77, ... and so on, for infinitely many sums.Next, consider number to 1 decimal place (dp):37.5+37.5, 37.4+37.6, 37.3+37.7 and so on.Then consider numbers to 2 dp, then 3 dp, and so on, all the way to infinitely many dp.When you have completed that task(!), you can restart with sums of 3 numbers, then 4 numbers and so on, to sums of infinitely many numbers.After that, there are multiplications, and then other mathematical functions such as powers, trigonometric functions, and so on.

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      Infinitely many.Start with sums of two integers37+38, 36+39, 35+40, ... 0+75, -1+76, -2+77, ... and so on, for infinitely many sums.Next, consider number to 1 decimal place (dp):37.5+37.5, 37.4+37.6, 37.3+37.7 and so on.Then consider numbers to 2 dp, then 3 dp, and so on, all the way to infinitely many dp.When you have completed that task(!), you can restart with sums of 3 numbers, then 4 numbers and so on, to sums of infinitely many numbers.After that, there are multiplications, and then other mathematical functions such as powers, trigonometric functions, and so on.
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