Does the order of quantities in inequality matter

Answers

Answer 1

Answer: hey there

The order of quantities in inequality does not matter.

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What does rounding to the nearest ten square feet mean?

Answers

Round to the nearest tens place.

Final answer:

Rounding to the nearest ten square feet means finding the closest multiple of ten to a given area in square feet.

Explanation:

Rounding to the nearest ten square feet means finding the closest multiple of ten to a given area in square feet. This is done by looking at the tens digit of the number. If the tens digit is 5 or greater, you round up to the next multiple of ten. If the tens digit is less than 5, you round down to the previous multiple of ten. For example, if you have an area of 67 square feet, rounding to the nearest ten square feet would give you 70 square feet.

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If the circumference of a circle is 11 pi inches, what is the area? round your answer to the nearest hundredth.

Answers

a= C²/4×π
=11²/4×3.14
=121/12.56
=9.63

2x-8 what is the answer

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2x-8if it means2 times -8 then 2 times -8=2 time s8 times -1=16 times -16if it is x is a placeholder then undistribute whereab+ac=a(b+c)so2x-82(x)-2(4)=2(x-4)so the factored form is 2(x-4)there is no equation so we cannot solve for x2x-8 could be equal to 3 or pi for all we know

The answer is x - 4.

You have to isolate the variable so you divide 2 from both sides leaving you with x - 4. Since you can't simplify it anymore, the answer will be x - 4. Hope I helped.

A contractors crew can frame 3 houses in a week. How long will it take them to frame 54 houses if they frame the same number each week?

Answers

54 divide by 3 then you get 18weeks

What is 88/99 in its simplest form

Answers

8/9. 11 goes into both 88 and 99

$(88/11)/(99/11) = (8)/(9)$

What is the take from ten strategy

Answers

It is like when you have the problem 15*6, you don't know how to do that mentally, unless you use the take ten strategy which would turn it into (10*6) + (5*6) so, it simplifies to (60) + (30) which is 90

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Which equation could be used to solve problems involving the relationships between the angles?A) 90 + (8a + 9) = (11 + 2a) B) 90 − (8a + 9) = (11 + 2a) C) (11 + 2a) − 90 = (8a + 9) D) (8a + 9) − (11 + 2a) = 90

True or false: arc measure is the same length as arc length