The height of the towers above the ground is 152 meters.
<h3>Procedure - Determination of the height of the towers in the Golden Gate Bridge</h3>
The expanded form of the function is 
, a
quick though reasonable approach consists in evaluating the function for 
, that is, the <em>horizontal</em> distance with respect to the <em>left</em> tower to determine the height of the each tower of the Golden Gate Bridge.
If we know that 
, then the height of the towers is:
The height of the towers above the ground is 152 meters. 
<h3>Remark</h3>
The statement is poorly formatted. Correct form is presented below:
<em>The Golden Gate Bridge is a suspension bridge that consists of two cables hung from two towers of equal height that are 1280 meters apart. The function </em>
<em> models the height of each cable above the ground in meters, as it relates to the cable horizontal distance from the left tower in meters. What is the height of the towers in meters?</em>
To learn more on quadratic functions, we kindly invite to check this verified question: brainly.com/question/4119784
Well i mean that’s fun and i relate
Answer:
Visual arts is creation while preforming arts is presentation
Explanation:
Both use their work to connect to their audience. However, Performing artists are always in front of a live audience.
First, we need to find the probability, P, that the software is the standard version.
Out of 25,000 units, 5,000 were deluxe. That means the remaining 20,000 were standard. So, 20,000 out of 25,000, or
were standard. That means the probability of selecting a standard one at random is P = 0.8.
Next, we need to find the independent probability that any software box will contain the promotion. We know that 1 in 500 will, or
. That means P = 0.002.
To find the compound probability of these two events, we multiply the probabilities together to get
.
