The answer would me x + 6.01
And increase means to add so x + 61% = x + 6.01
Hope this helps
Have a great day/night
Answer:
The domain is all real numbers.
The function is always decreasing
Step-by-step explanation:
Assuming the given function is

for

Then f(x) is an exponential decay function.
This means that, the domain will be all real numbers.
The range will be y<0
The y-intercept is (0,-1)
There is no x-intercept.
The graph is a decreasing function.
Check the picture below.
how do we know? well, notice h(t), starts off at 12, up up up reaches 47.84 then down down down, which is pretty much the trajectory of a flying object, by the time it gets to 44, is still going down.
now, let's look at g(t), starts off at 10, and goes up up up, never down, by the time it gets to 41, is still going up,
so at second 2, h(t) is 44 and going down, g(t) is 41 and going up, at 2.2 h(t) is 40.16, and g(t) is 44.1, between that lapse, h(t) became 44, 43, 42, 41, in the same lapse g(t) became 41, 42, 43, 44, so somewhere in those values h(t) = g(t).
what does the solution mean? It's the seconds or the instant lapse when the first cannon ball was at the same height as the second cannonball.
Answer:
The duration of each of the three spacewalk is between 364 minutes and 480 minutes with a total duration of 1324 minutes
Step-by-step explanation:
A spacewalk also termed an EVA or extravehicular activity, is defined as the general activity of an astronaut outside of a vehicle in space
Spacewalks can last up to 5 to 8 hours
Here we have a word problem, and are required to find the number of minutes equivalent to 22 hour and 4 minutes
Number of minutes per hour = 60 minutes
Number of minutes in 22 hours = 60 × 22 = 1320 minutes
Total number of minutes in 22 hours 4 minutes = 1320 + 4 = 1324 minutes.
Whereby the duration of a space walk is up to 5 to 8 hours gives;
22 hours 4 minutes - 8 hour - 8 hour -x = 0
Hence x = 6 hour 4 minutes
Therefore, the duration of each spacewalk is between 6 hour 4 minutes and 8 hours or in minutes we have
The duration of each spacewalk is between (6 × 60 + 4) 364 minutes and 480 minutes.
Answer:
Question 4
Step-by-step explanation:
Question 4 is the correct answer because you are asking numerous students and are getting more than one answer. Then you can find the average or whatever.
The other questions only get 1 answer.
Hope this helped :)