3) x^2=36
A. 9sqrt. 2 - 9sqrt. 2
B. 6 - 6
C. 4sqrt. 3 - 4sqrt. 3
D. 18 - 18
4) x^2=90
A. 10 sqrt. 3 - 10 sqrt. 3
B. 3 sqrt. 10 -3 sqrt. 10
C. 3 sqrt. 15- 3 sqrt. 15
D. 45 - 45
13, -5, -35, -77,...
The initial height of the helicopter is 40 ft.
For every second (let's call time as t) he climbs upward, he goes 21 ft.
So we can write height of helicopter as with respect to t.
In functional notation we can write the height (f(t)) of the helicopter at time (t) as:
To find the height of the helicopter after 45 seconds, we plug in 45 into the equation in place of t to get:
So after 45 seconds, the height of the helicopter is 985 ft.
ANSWER:
A. 1/x+c
B.-1/x+c
C.1/3x3+c
D.-1/3x3+c
to represent the height of the nth bounce of the ball.
The value 2.75 goes in the first box, since it's the first term.
The expression goes in the second box. The second line says "to get the nth term, we multiply the previous term by 0.69"
Hence, the domain of the function is:
[0,∞)
We know that area of circle is given by the function:
The radius r of a circle can be written as a function of the area A with the following equation:
Now we can represent r in terms of A as:
Now as we know that for the square root term to exist:
i.e.
A=0 represents a point circle since it's area is zero.
Hence, the domain of the function is:
[0,∞)