Based on the fact that it should be a binomial with coefficients other than one, the binomial would be (2x + 3y) and the expansion of that binomial would be (2x + 3y)⁶ = 64x + 576x⁵y + 2,160x⁴y⁶ + 4,320x³y³ + 4,860x²y⁴ + 2,916xy⁵ + 729y₆.
<h3>How can the binomial be expanded?</h3>
The binomial chosen is (2x + 3y) which involves coefficients that aren't one. The numbers chosen are instead those closest to one for ease of calculation.
Expanding the binomial to the 6th power means to multiply the binomial by itself six times.
In equation form, the binomial would turn out as:
(2x + 3y)⁶
To expand it to the 6th power, assume that:
6c₀ = 1
6c₁ = 6
6c₂ = 15
6c₃ = 20
6c₄ = 15
6c₅ = 6
6c₆ = 1
Expansion gives:
(2x + 3y)⁶ = (64x) + 6(32x⁵)(3y) + 15(16x⁴)(9y²) + 20 (8x³)(27y³) + 15(4x²)(81y⁴) + 6(2x)(243y⁵) + 1 (729y⁶)
(2x + 3y)⁶ = 64x + 576x⁵y + 2,160x⁴y⁶ + 4,320x³y³ + 4,860x²y⁴ + 2,916xy⁵ + 729y₆
Find out more on expanding binomials at brainly.com/question/17154383
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Answer:
It's 5169 I just did it on Apex! Don't listen to the other guy!
Step-by-step explanation:
Answer:
Taking data:
28 78 74 89 72
50 55 66 26 84
59 64 88 23 27
70 63 42 37 29
The answer is 
Step-by-step explanation:
As the data is not given in the question i'm guessing the data from the question i solved before
28 78 74 89 72
50 55 66 26 84
59 64 88 23 27
70 63 42 37 29
as taking the above data,
As we know for finding the width of class:
≈ 
Note : By using the above given formula you can calculate the width of any data just by taking the maximum and minimum values of data and the number of classes the data is divided into.
One possible width of Will's yard is 11 (11*15.5= 170.5)
As for Steve, less than $32 is pretty broad, so I picked $17, where he would pay $527 per month.
:)
Your answer is correct, all these apply here.
So, what's your question? Why do these apply?
