Aiden baked 8 dozen muffins. How many total muffins did he bake?

Answers

Answer 1
Answer:

Aiden baked a total of 96 muffins by converting 8 dozen muffins into individual units. The calculation involved multiplying the number of dozens by 12.

To determine the total number of muffins, Aiden baked:

  • Required to convert the given quantity of 8 dozen muffins into a single unit.
  • Since one dozen is equal to 12,  multiply 8 by 12 to find the total number of muffins.

Here's the step-by-step calculation:

  1. Convert the number of dozens to the number of individual units:                                                         8 dozen x 12 muffins/dozen = 96 muffins.
  2. Multiply the number of dozens (8) by the conversion factor (12 muffins/dozen) to obtain the total number of muffins.
  3. The result is 96 muffins, which represents the total quantity baked by Aiden.

Therefore, Aiden baked a total of 96 muffins.

Learn more about unit conversion here:

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Answer 2
Answer: A dozen means 12. So is he made 8 dozen muffins, you would have to multiply 8 by 12.

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Plz help me on this it's for corrections

Answers

it is twice as likely to be red as it is to be blue
the answer is F because its would be red and blue

justin has a bag with 12 blue marbles 6 green marbles 8 purple marbles and 4 red marbles if she wants a probability of picking a blue marble to be 50% what should Justin do

Answers

There are many answers to this, but one answer might be to take away 6 of the other colors.  This is because if 12 marbles are to equal 50%, we need the other side to have the same amount of marbles as the blue.  And since the other color marbles add up to 18 and not 12, we need to take away six of the other colored marbles to make it 12.
I hope I helped, and if you need more information, please feel free to tell me! :D

Write a function rule for “The output is 9 less than the input.” Let x be the input and let y be the output.

Answers

Y=X-9

Step-by-step explanation:

Step 1:

Let X be the input and Y be the output variable

Given:  The output is 9 less than the input

Step 2:

Y=X-9 be the require function

Eq:

for X=1, Y = -8

      X=2, Y=-7, etc

Which choices are equivalent to the expression above?
5 square root of 3

Answers

Answer:

Hai

5√3 is can equal to 75

because when i take 5 in root, i have to multiply by itself and 3.

5√3 is can equal to 15.5

because its already equal to √75

5√3 is can equal to 25.3

because its equal to √75

the other options are wrong.

good luck(:

Final answer:

Equivalent expressions to 5 square root of 3 could be 10 square root to the power of three halves, 15 square root to the power of 3 divided by 3, or (5 square root of 3) times 1. These are based on simplifying radicals or finding equivalent forms.

Explanation:

The given expression is 5 square root of 3. Equivalent expressions may factor in multiplication or division of the two components of the expression - the coefficient (5) and the radicand (√3). So, the equivalent expressions to 5√3 could be 10√3/2, 15√3/3, or (5√3) * 1, as examples. In each of these cases, the fundamental concept you're applying is simplifying radicals and/or equivalent forms of expressing a root. Note that the exact equivalents may vary depending on the specific context or constraints of a given problem or exercise.

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Find the volume of the prism. Round to the nearest tenth if necessary.

Answers

The volume of a prism = the area of the base × the prism's height
V=Bh

Our base is a triangle, which has this area formula:
The area of a triangle = 1/2 × the triangle's base × the triangle's height
A=\frac12bh

Let's plug in 6 for the base of our triangle and 5.2 for its height.
A=\frac12*6*5.2
Crunch some numbers...
A=15.6

Now that we know the area of the base, let's find the volume of our prism.
V=Bh
Let's plug in 15.6 for the area of the base and 9 for the height of the prism.
V=15.6*9
Crunch some more numbers...
V=140.4
Remember to add your units!

\boxed{V=140.4\ m^3}

Use the Pythagorean theorem to find the length of x on the triangle below.

Answers

x^2+16^2=20^2\nx^2=400-256\nx^2=144\nx=12