Answer:
A=49 B=41
Step-by-step explanation:
First, find the angle next to 88 by subtracting it from 180 to get 92.Then add that to 39 to get 131. Then subtract that from 180 to get the missing angle for A.Then add that angle to 90 to solve for the bigger triangle's missing angle, or B. Once you get that value, which is 139, subtract that from 180 to get the value for angle B.
The equation of a circle centered at (h, k) and with radius r is
In this case, the center is point (2, 1), so h = 2, and k = 1.
We also need the radius. We are not given the radius, but we have the center and a point on the circle. The distance between the center and any point on the circle is the radius. We can use the distance formula to find the distance between points (2, 1) and (5, 2).
The radius is the distance between the points, so
Now we have all the information we need, so we can write the equation of the circle.
Answer:
Answer:
Second Option
The transformation that will cause p(t) to have an intercept with the y = p(t) axis is
Step-by-step explanation:
If we have the function as the parent function then we must find out which of the transformations shown must be performed to the function so that it has an intersection on the y axis.
The main function because if we do t = 0 then p(t) is not defined because the log(0) is not defined.
Then, if we transform the function by doing then we will obtain:
This transformation moves the parent function 1 unit up. Therefore, if the original function had no interception in y, then it will not have an intercept either.
Then, if we transform the function by doing then we will get:
This function moves the parent function one unit to the left on the x axis. Therefore it will have an intercept in p(t) = 0
The transformation only reflects the function p(t) on the x axis. But if the main function has no intercept on the y-axis then the reflected function will also have no intercept on the y-axis
Therefore the correct option is the second one. The transformation that will cause p(t) to have an intercept with the y = p(t) axis is
Observe the attached image
I think this is false. p +/- z*sqrt (pq/n) . Notice that the formula has sqrt of n.