now... with that template in mind, let's see yours
A is twice as large as in f(x), thus the graph shrinks twice as much in g(x)
24.012 divided by 6 steps
1 answer:
4.002.
The steps for this are as follows:
Set up the equation, 24.012 divided by 6.
Six cannot go into 2, so the first number is going to be zero. Drop down the 4 to make the number 24, and divide by 4. This makes the second number 4.
Next you have to make sure you place the decimal up to the final answer and bring down the zero. Since six can’t be divided into zero, the next number above is 0. Bring down the one, again can’t be divided so put a zero. Then bring down the two to make the number twelve and bring up the two.
Here’s a visual for better clearance:
Hope this helps!
The steps for this are as follows:
Set up the equation, 24.012 divided by 6.
Six cannot go into 2, so the first number is going to be zero. Drop down the 4 to make the number 24, and divide by 4. This makes the second number 4.
Next you have to make sure you place the decimal up to the final answer and bring down the zero. Since six can’t be divided into zero, the next number above is 0. Bring down the one, again can’t be divided so put a zero. Then bring down the two to make the number twelve and bring up the two.
Here’s a visual for better clearance:
Hope this helps!
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now... with that template in mind, let's see yours
A is twice as large as in f(x), thus the graph shrinks twice as much in g(x)
Answer:
Step-by-step explanation:
An asymptote of a vertical line is one that the graph can't exactly reach, but can get as close as you want it to be (as long as the distance is not 0), while the x- or y-coordinates tend to plus/minus infinity. An example of where this happens is when filling in the x-value would result in a zero in the denominator, hence the answer.
Answer:
D
Step-by-step explanation:
You have to solve the compound inequality
The absolute value means the distance from the number b to the origin. Thus, the inequlity
has as solutions all numbers b that are at the distance from the origin greater than 6.
So,