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Mathematics
Algebra
the homeowner is planning to spend no more than $6,000 for the flooring. write an inequality that demonstrates how much money he is willing to spend for the two types of tile.
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A flooring company charges a homeowner a fixed labor charge of $V1 plus V2 per square foot of flooring. If the total bill was T,
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For x ft^2 of flooring, T = V1 + V2*x x = (T-V1)/V2
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You are planning to spend no less than $6,000 and no more than $10,000 on your landscaping project. Write an inequality that
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Let's first consider why $10,000=$6,000-n is wrong. It only has an equal sign, and if we subtract
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1) you are planning to spend no less than $6,000 and no more than $10,000 on your landscaping project.
Q1: write an inequality
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The first answer I don't understand at all. I would do this... 6000<amountIspend<=10000
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You are planning to spend no less than $6,000 and no more than $10,000 on your landscaping project.
Write an inequality that
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$6,000≤x≤$10,000 where x is total amount Well your 30 tons of rock will cost 30 * $60 = $1800 so
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1. You are planning to spend no less than $6,000 and no more than $10,000 on your landscaping project.
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a) The inequality that demonstrates how much money you will be willing to spend on the project is:
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1. You are planning to spend no less than $6,000 and no more than $10,000 on your landscaping project.
a) Write an inequality
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1. $6,000 < $10,000 2. i have no idea for it.
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You are planning to spend no less than $6,000 and no more than $10,000 on your landscaping project.
a)Write an inequality that
Top answer:
6000<x<10,000 or x>6,000 x<10,000
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You are planning to spend no less than $6,000 and no more than $10,000 on your landscaping project.
How do you write an
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that would simply be 6,000 ≤ x ≤ 10,000 where x is the amount you spend A statement such as A <
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You are planning to spend no less than $6,000 and no more than $10,000 on your landscaping project.
Write an inequality that
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Amount spent, x, should be greater than or equal to $6,000 but less than or equal to $10,000. 6,000
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You are planning to spend no less than $6,000 and no more than $10,000 on your landscaping project.
Write an inequality that
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$10,000 > X > $6,000
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