Karl bought ​ 3 1/2 ​ gallons of milk that cost $2.70 per gallon.What was the total cost of the milk?

Answers

Answer 1
Answer:

The total cost of milk purchased is the product of the cost per gallon and the number of gallons purchased which is $9.45

Given the Parameters :

  • Cost per gallon = $2.70

  • Number of gallons purchased = 3.5 gallons

Total cost of milk purchased = Cost per gallon × number of gallons purchased

Total cost of milk purchased = $2.70 × 3.5 = $9.45

Therefore, the total cost of milk purchased by Karl ls $9.45

Learn more : brainly.com/question/18109354

Answer 2
Answer: 3 1/2 gallons = 3.5
if it costs $2.70 per gallon then you can do
2.70*3.5 = 9.45

Therefore, it will cost $9.45 for 3 1/2 gallons

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C honestly idk cus I’m trash at math

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Answers

So it's asking how many miles traveled per hour.

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The average adult human has approximately 2.5 X 10' red blood cells and 7 X 10' whiteblood cells. About how many times as great is the number of rea blood cells than the
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Answers

Answer:

\large \boxed{r =\frac{\text{RBC}}{\text{WBC}};\,\text{400 times}}

Step-by-step explanation:

I think your missing numbers are

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This is a ratio question.

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Let r = the ratio.

Then the equation for the ratio is

\mathbf{r} =\mathbf{ \frac{\text{RBC}}{\text{WBC}}}

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\begin{array}{rcl}r& =& \frac{\text{RBC}}{\text{WBC}}\n\n& =&(2.5 * 10^(13))/(7 * 10^(10))\n\n& =&\mathbf{400}\n\end{array}\n\text{The number of RBCs is $\large \boxed{\textbf{400 times}}$ as great as that of the WBCs.}

Is 546,322 greater or less than 540,997

Answers

546,322 is greater than 540,997.
well 546,322 will be higher because 46 is bigger than 40 so 546,322

What percent of 94 is 23 A( n/94=23/100

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C( 94/n=23/100

D( 23/94=100/n

Answers

The answer is B)
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100(23/94)=n
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a garage floor measures 150 feet by 120 feet. a scale drawing of the floor on grid paper uses a scale of one unit : 15 feet. what are the dimensions of the drawing.

Answers

1 unit = 15 feet

150 feet / 1 unit  = 150 / 15 = 10 units

120 feet / 1 unit = 120 / 15 = 8 units

The dimensions of the drawing equates :

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