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how do you put three more than a product of a number and 4 is 15 into a problem
1 answer
4x+3=15
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Question1
The difference of a number and 7 is -8 I put n-7=-8 Is that correct? Question 2 Six less than the product of four and a
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I do not know for question 1. It could be + or -. My guess is that you are right. question 2 is 4 n
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What is the sample space of the product of two 6-sided die where the first number is
6 6? Click Here for Help Video List your
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The sample space when the first die is a 6: 6 1 6 2 6 3 6 4 6 5 6 6
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What is the sample space of the product of two 6-sided die where the first number is
2 2? Click Here for Help Video List your
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2 1 2 2 3 2 4 2 5 2 6
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Find the two numbers that multiply to the product number and add to the sum number of the following:
a)Product 563033256; Sum
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sorry, but I don't get it; how can I have two different solutiuons hen I'm only supposed to have
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3x>9 Which of the following sentences is the word equivalent for the expression above? (1 point) Responses The product between 3
Top answer:
The product between 3 and a number is greater than 9.
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The next question is multiply 4/5 by 7 1/3 put the product into a mixed number,
Top answer:
To multiply 4/5 by 7 1/3, we can convert the mixed number 7 1/3 into an improper fraction. The
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a number machine takes any number put into it, multiplies it by 3 and then subtracts 2. reuben put a number into the machine. he
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first number ----> machine ----> 2nd number ---> machine ---> 3rd number ----> machine ----> 4th
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a number machine takes any number put into it, multiplies it by 3 and then subtracts 2. reuben put a number into the machine. he
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first round: x --> 3x --- >3x-2 2nd round: 3x-2 ---> 9x-6 ---> 9x-8 3rd round: 9x-8 ---> 27x - 24
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hich word phrase can you use to represent the algebraic expression 6y?
(1 point) Responses 6 less than a number y 6 less than a
Top answer:
the product of 6 and a number y
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Select the answer with a rational product and a correct explanation for why the product is rational.(1 point)
Responses
Top answer:
5√⋅125√, because the product of two irrational numbers is always a rational number.
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