Answer:
not a function. hope this helps :D
The coterminal angle to -ㅠ/2 in the range between 0 and 2ㅠ radians is 3ㅠ/2.
<h3>
How to find a coterminal angle?</h3>
For any angle A, all the coterminal angles are of the form:
B = A + n*(2ㅠ).
Where n is an integer different than zero.
In this case, the angle is A = -ㅠ/2
So the coterminal angles are of the form:
B = -ㅠ/2 + n*(2ㅠ)
We want it to be between 0 and 2ㅠ, so we can define n = 1, then we get:
B = -ㅠ/2 + (2ㅠ) = -ㅠ/2 + ((4/2)ㅠ) = 3ㅠ/2
Then we can conclude that the correct option is b.
If you want to learn more about coterminal angles:
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Let x = commissions
Let y = total earnings
y = 0.20x + $750. Plug your numbers in.
$4,000 = 0.20x + $750. Subtract 750 from each side.
$3250 = 0.20x. Divide each side by 0.20.
$16,250 = x.
The salesperson needs to sell $16,250 in commissions to earn $4,000 in total earnings each month
Answer:
The graph is attached.
Step-by-step explanation:
- To help you to construct the graphic yourself, it is useful to find the roots of the equation (the values of x that make y=0). In this case, because we have a equation of grade three, we will find three roots.
- It is very simple to find the roots of this equation, just ask yourself: which values of x makes y=0?
- To find the three roots, we should equal y to zero and see what values of x respect the equality:
⇒
.
will be true only under three values of x: x=1 (
, x=(-1)(
) and x=0 (
.- Finally, to know how to finish our graph, we should marked the roots in the x axis, we have four important intervals to analyse defined by our roots: (-∞, -1); (-1,0); (0;1) and (1,∞). We should check if the function takes possitive or negative values within this intervals, and this will give us an idea of how to join the different points defined by the roots.
- As an example, if we take x=-10 ( a number of the first interval), the function will take the value of y=-900. If we do this with others values of this interval we will notice that they are all negative, wich means that the function increases to reach y=0 at the point where x=-1.
- You can check points in the others intervals to see how you finally unite all the points and get the graph below.
Answer:
a = - 1
Step-by-step explanation:
Step 1:
6a + 5a = - 11 Equation
Step 2:
11a = - 11 Combine Like Terms
Step 3:
a = - 11 ÷ 11 Divide
Answer:
a = - 1
Hope This Helps :)