A cereal box is 19 centimeters long, 6 centimeters wide and 28 centimeters high. An artist is trying to create a design for the box. What is the surface area the artist needs to cover?

Answers

Answer 1

Answer: Surface area = Lateral area + Area of the base
Surface area = Perimeter of the base x high + 19 x 6
Surface area = (19+19+6+6) x 28 + 114
Surface area = 50 x 28 + 114
Surface area = 1544 centimeter square

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Estimate this question using compatible numbers. 276÷ 42

Answers

We are estimating, so we round the numbers to something that would be beneficial to us to more easily solve the problem (using mental math). We want to round to compatible numbers to make the math more simple. If we round to numbers that are divisible by 10 it makes the association easy to see... If we round 276 to 280 and 42 to 40, we see that we have complimentary numbers because 28 divides evenly by 4 to give 7. So

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What is 7/8 x8 i need need need need need sorry they said 20 craters long so need help

Answers

7/8 x 8 = 7
yeah lol apparently i have to write 20 characters aswell......................

draw 8 lines that are between 1 inch and 4 inches long. measure each line to the nearest four inch, and make a line plot.

Answers

Attached you can find the answer to your question.

What you have to do is:
1. Draw 8 lines between 1 inch and 4 inches.
2. Create a line plot (count how many times each length occurs)
3. Congratulations! That's it!

Hope it is clear!

2x-9+4x+8
The answer choices are:
A 8x+17
B 8x-72
C 6x-1
D -7x+12x

Answers

Answer: 6x-1

Step-by-step explanation:

The expression square root 300 is equivalent to A 50 square root 6
B 12 square root 5
C 3 square root 10
D 10 square root 3

Answers

D is the correct answer

John says that the number Y is equal to five more than 15 times X which of the following equation could be used to find the value of Y

Answers

Answer:

Step-by-step explanation:

Y=5+15X

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Please help don't understand What are the domain and range of the function {(5, 3), (7, 1), (11, –2), (4, 9), (–2, 4)}? A. Domain: {3, 1, 9, 4}; Range: {5, 7, 11, 4, } B. Domain: {3, 1, –2, 9, 4}; Range: {5, 7, 11, 4, –2} C. Domain: {5, 7, 11, 4, }; Range: {3, 1, 9, 4} D. Domain: {5, 7, 11, 4, –2}; Range: {3, 1, –2, 9, 4}