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defon
3 years ago
14

How can 8 sister share 3 brownies equally

Mathematics
2 answers:
cestrela7 [59]3 years ago
4 0
Cut the brownie into 2.6 pieces, if it's hypothetical. If not, fight for it; rock paper scissors or something 
Doss [256]3 years ago
3 0
They would have 1/4 each
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Evaluate the expression shown below and write your answer as either a mixed number or fraction in simplest form, or a decimal.
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Consider the equation 13x−2=x+2. Write a system of linear equations using each side of the equation. Then solve the original equ
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Answer:

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What is the product of (6x^2 − 8)(9x^2 – x + 1)?
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2 years ago
Approximate the value of 14−−√ to the nearest tenths place. Plot the approximation on the number line.
zhenek [66]
The approximation for √14 to the nearest tenth is 3.7

There are different methods to approximate a square root: the easiest is obviously the calculator, the second option is a tabular interpolation, otherwise, there is the algorithm.

Let's suppose you don't have anything but a piece of paper and a pen/pencil and you need to apply the algorithm. The steps to follow are the following:

A) Write the number you need to calculate, √14, and divide its digits into pairs starting from the units: in our case 14 is a pair.

B) Start from the first pair from the left (14) and find the greatest integer whose square is less than or equal to your pair:
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C) Square the number you found in step B, write it below the pair you considered and perform a difference: 14 - 9 = 5

D) lower the second pair of the original number and write it next to the remainder found in step C. Since our number was only two-digit long, we lower 00 as if it were 14.00, and we get 500.

E) now there is the most delicate step: double the number you wrote in step B  and write it below the answer: 3 · 2 = 6
Making various attempts, you need to find the greatest digit X so that the result of the multiplication 6X · X is less than or equal to the partial remainder we found in step D.
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66 · 6 = 396
67 · 7 = 469
68 · 8 = 544 > 500!!

F) Write the digit you found in the solution space, write the result of the multiplication under the partial remainder and perform the difference: 500 - 69 = 31

G) repeat step D, E, and F until you finish the pairs or until the desired approximation. In your case, you can stop here: the approximation wanted is 3.7

In the picture attached is shown the complete work. 

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