What is the average rate of change of h(x)=2^{x+1}h(x)=2 x+1 h, (, x, ), equals, 2, start superscript, x, plus, 1, end superscri
Alex777 [14]
Answer:
Average Rate = 12
Explanation:
Given
h(x) = 2^(x + 1)
Interval = [2,4]
Required
Determine the average rate of change
The average rate of change of h(x) is calculated using.
Average Rate = (h(b) - h(a))/(b - a)
Where
[a,b] = [2,4]
Meaning a = 2 and b = 4
So, the formula becomes:
Average Rate = (h(4) - h(2))/(4 - 2)
Average Rate = (h(4) - h(2))/2
Average Rate = ½(h(4) - h(2))
Calculating h(4)
h(4) = 2^(4+1)
h(4) = 2⁵
h(4) = 32
Calculating h(2)
h(2) = 2^(2+1)
h(2) = 2³
h(2) = 8
So, we have:
Average Rate = ½(h(4) - h(2))
Average Rate = ½(32 - 8)
Average Rate = ½ * 24
Average Rate = 12
Hence, the average rate of change is 12
Last and second last = but slashed which is second last not equal and the last one is the alligator math also not equal.
Answer
Unique data for similar multiple applications
Explanation:
we know that basic purpose of a database is to enter data and then retrieve that data information from a computerized database.
database's key feature is primary key which ensures that every entry in database is unique.
i.e primary key does not allow duplicate values to exist
Follow the
one-by-six-by-six rule (1-6-6) rule
This presentation rule in PowerPoint suggest that you should
only have one idea per slide and include no more than six bullet points per
slide and no more than six points per line. The goal for this rule is to avoid
your slide from being so dense and packed with too much info.
its C, sorry if im wrong but im pretty sure.
Explanation:
