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Leya [2.2K]
3 years ago
10

Ms.Gartland bought x number of shirts for the new members of her chorus.The cost for x number of shirts,including $3.99 shipping

,was $77.49.Each shirt cost $12.25.There was no sales tax on his purchase.which equation could be used to find x?
Mathematics
2 answers:
lorasvet [3.4K]3 years ago
6 0

1

77.49 - 3.99 = $73.5

73.5 / 12.25 = 6 Shirts

Ann [662]3 years ago
3 0

\\
\text{Ms.Gartland bought x number of shirts for the new members of her chorus.}\\
\text{The cost of x shirts, was 77.49 dollars including a }\3.99 \text{ shipping charges}\\
\\
\text{Given that each shirt cost }\$12.25 \text{, so the cost of x shirts would be}\\
=12.25\times x=12.25x\\
\\
\text{hence the equation that represents this situation is:}\\
\\
\text{Total cost of x shirts at a rate of 12.25 dollars each + Shipping charges}=\$77.49\\
\\
\Rightarrow 12.25x+3.99=77.49

Hence the equation that can be used to find x is:

12.25 x + 3.99= 77.49

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Help asap please!
mario62 [17]
I have to rewrite the expressions because they look very confusing.

1) The given fractions to add are:

  4p² + 6        2p - 2
------------ +  ------------
     4p²             10p²

2) The statements to asses are:

<span>A) The least common denominator is 20p
.
B) The first fraction rewritten with the LCD is (20p² +30) / 20p²

C) The second fraction rewritten with the LCD is (4p - 4) / 20p

D) The sum is (24p² -4p +30 ) / 20p² = (12p-2p+15) / 10p^2

E) The sum is a rational expression.

This is the result for each statement.

</span>
<span>A) The least common denominator is 20p

FALSE: THE LCD IS 20p², because it the least expression that contains all the prime factors of both denominators: 4p² and 10p.

See that you cannot divide 20p by 4p² but you can divide 20p² by 4p² and 10 p. So, 20p is not a common denominator.
.
B) The first fraction rewritten with the LCD is (20p² +30) / 20p²

TRUE: you get this expression from the first fraction by multiplying both numerator and denominator by  20p² / 4p² = 5:

(4p² + 6)×5 = 20p² + 30

(4p²)×5 = 20p²

=>

  20p² + 30
--------------
      20p²

C) The second fraction rewritten with the LCD is (4p - 4) / 20p

FALSE: you have to multiply both numerator an denominator by 20p² / 10p = 2p

(2p - 2) × 2p = 4p² - 4p

10p × 2p = 20p²

So, the second fraction rewritten with the LCD is:

 4p² - 4p
-----------
    20p²

D) The sum is (24p² - 4p +30 ) / 20p² = (12p-2p+15) / 10p²

TRUE

</span>
<span><span>  20p² + 30        4p² - 4p         24p² - 4p + 30
-------------- +   --------------- = ----------------------
      20p²              20p²                    20p²</span>


And when you simplify the last fraction dividing by 2 you get:

  12p² - 2p + 15
-----------------------
          10p²

E) The sum is a rational expression.

TRUE:

The sum of rational number has the closure property which means that by adding rational expression you will always ge a rational expression.
</span>
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