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15y ago

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Continue Learning about Math & Arithmetic

What is a math word that starts with the letter B?

BinomialBisectorBrackets One word can be "binomial". Another word can be" bracket[s]"


What is another way to say 80's in word form?

"Eighty is".


What does dindex mean in math?

I do not know of such a word related to math(s)


What is another word for origin beginning with s with 6 letters?

source spring square


What is the area of a square and rectangle combined to make 137.5?

There are infinitely many possible answers:Area of square = 1, area of rectangle = 136.5A(s) = 2, A(r) = 135.5A(s) = 3, A(r) = 134.5and so on, until you get toA(s) = 137, A(r) = 0.5Then you start with A(s) with one non-zero decimal place:A(s) = 0.1, A(r) = 137.4and continue.When you get to the end, you start back at the beginning, adding another non-zero decimal digit.And another digit, infinitely many times.There are infinitely many possible answers:Area of square = 1, area of rectangle = 136.5A(s) = 2, A(r) = 135.5A(s) = 3, A(r) = 134.5and so on, until you get toA(s) = 137, A(r) = 0.5Then you start with A(s) with one non-zero decimal place:A(s) = 0.1, A(r) = 137.4and continue.When you get to the end, you start back at the beginning, adding another non-zero decimal digit.And another digit, infinitely many times.There are infinitely many possible answers:Area of square = 1, area of rectangle = 136.5A(s) = 2, A(r) = 135.5A(s) = 3, A(r) = 134.5and so on, until you get toA(s) = 137, A(r) = 0.5Then you start with A(s) with one non-zero decimal place:A(s) = 0.1, A(r) = 137.4and continue.When you get to the end, you start back at the beginning, adding another non-zero decimal digit.And another digit, infinitely many times.There are infinitely many possible answers:Area of square = 1, area of rectangle = 136.5A(s) = 2, A(r) = 135.5A(s) = 3, A(r) = 134.5and so on, until you get toA(s) = 137, A(r) = 0.5Then you start with A(s) with one non-zero decimal place:A(s) = 0.1, A(r) = 137.4and continue.When you get to the end, you start back at the beginning, adding another non-zero decimal digit.And another digit, infinitely many times.