This hexagon is split into two congruent trapezoids. You can find the area of one trapezoid and then double it to get the area of the entire hexagon. The formula for area of a hexagon is A = a + b / 2(h), where a and b are the base lengths and h is the height. The given values are as follows:
a = 40
b = 60
h = 24
Let's plug them in and solve.
A = a + b / 2(h)
A = 40 + 60 / 2(24
A = 100 / 2(24)
A = 50(24)
A = 1200
Remember we have to double the area of the trapezoid to get the area of the whole hexagon.
1200 × 2 = 2400
Answer:
The area of the hexagon is 2,400 in².
Answer:
20 ounces
Step-by-step explanation:
Answer:
q-22=24. Hope this helps.
Step-by-step explanation:
22 less than a number, meaning 22 is subtracted FROM an unknown variable. Going by this you would add 22 on both sides, giving you an answer of 46.
Answer:(-4,5)
Step-by-step explanation:If you put (-3,2) and (-8,4) on a number line then it would be (-4,5).
The complete question is:
A geometric sequence is defined recursively by
(a) Write out the first four terms of this sequence.
(b) Is the 9th term of this sequence larger or smaller than 1/10? Show the calculation that you use to determine your answer.
Answer:
- <u>The 9th term is larger than 1/10.</u>
Explanation:
You are given the first term, 
, and the recursive formula
Thus, you can find the sequence of terms by multiplying each term by the constant ratio, (-1/2).
<u>(a) First four terms of the sequence</u>
Those are the first four terms.
<u>(b) 9th term</u>
You can write the explicit formula of the sequence as:
Thus, for the 9th term, n = 9, and the term is:
Since 1/10 = 0.1, and 0.1 < 0.1526, the 9th term is larger than 1/10.
