Answer:
answer is in photo. please try again yourself.
Answer:
option A) that is 20a^3 b^3
Step-by-step explanation:
Given in the question the equation,
(a+b)^6
Formula for binomial expansion up to 4th term of (a+b)^6)
1st term 2nd term 3rd term 4th term
6C0 (a)^6(b)^0 + 6C1 (a)^5(b)^1 + 6C2 (a)^4(b)^2 + 6C3 (a)^3(b)^3 + ....
Hence, the 4th term in the binomial expansion of (a+b)^6 = 6C3 (a)^3(b)^3
= 20 (a)^3(b)^3
I can't give you all the answers to your hw.. but if there is a link somewhere on the page or in the left corner it says Kuta Software.. so maybe look that up for the answers?
Answer:
i don't get what you need answered in this????
Step-by-step explanation:
Dartboard is a circular board marked with numbered segments used as a target in the game of darts. Sara can score 24 with 6 darts which all hits the target.
<h3>
Given information;</h3>
Total dartboards darts thrown by the Sara are 6.
The number darts hit the target is 6.
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Dartboard</h3>
Dartboard is a circular board marked with numbered segments used as a target in the game of darts.
In a dartboard there are 4 different types of scoring,
- Bull's eye- When the dart hits the center of the dartboard with 9 points.
- 2nd circle- When the dart hits the second circle with 7 points.
- 3rd circle-When the dart hits the third circle with 5 points.
- Outer circle- When the dart hits the last circle of the dartboard with 1 points.
If all the dart hit the target the score must be equal to or more than 6 and less than or equal to the 54. Thus the option 1 and 4 is incorrect. 29 and 31 also can be eliminates as the sum of the odd number must be even.
Thus Sara can score 24 with 6 darts which all hits the target.
Learn more about the dartboard problems here;
brainly.com/question/18451819
