"From the graph of g, state the intervals on which g is continuous. Select all that apply.(-INFINITY, -4]
(-INFINITY, -4)
[-4,-2]
[-4,-2)
[-2,2]
(-2,2)
[2,4]
[2,4)
[4,6]
(4,6)
[6,8]
(6,8)
[8,INFINITY)
(8,INFINITY)"

Answers

Answer 1

Answer:

Final answer:

Without seeing the graph, it's not possible to give specific intervals where the function g is continuous. However, based on interval notation, round brackets indicate the end points are not included, while square brackets show they are included. Therefore, the function is continuous where the graph does not have gaps, jumps or holes.

Explanation:

Without seeing the exact graph, it's impossible to accurately determine the intervals on which g is continuous. However, in general, a function is said to be continuous over an interval if the graph is unbroken over this interval, without any gaps, jumps, or holes. To determine this from the choices provided, generally you'll need to look at the graph and see where there is an uninterrupted line.

A key thing to note is how the intervals are represented. For instance, an interval like (-Infinity, -4] means that the function is continuous from negative infinity up to and including -4. The round bracket, '( )', means that the end points are not included in the interval, while the square brackets, '[ ]', indicate that they are included.

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Please help me with this one
10x+5y=72
15x+4y=80

Answers

I hope this helps you

Problem: Solve 10x+5y=72;15x+4y=80 Steps: I will try to solve your system of equations. 10x+5y=72;15x+4y=80 Step: Solve10x+5y=72for x: 10x+5y+−5y=72+−5y(Add -5y to both sides) 10x=−5y+72 10x 10 = −5y+72 10 (Divide both sides by 10) x= −1/2 y+36 5 Step: Substitute −1 2 y+ 36 5 forxin15x+4y=80: 15x+4y=80 15( −1 2 y+ 36 5 )+4y=80 −7 2 y+108=80(Simplify both sides of the equation) −7 2 y+108+−108=80+−108(Add -108 to both sides) −7 2 y=−28 −7 2 y −7 2 = −28 −7 2 (Divide both sides by (-7)/2) y=8 Step: Substitute8foryinx= −1 2 y+ 36 5 : x= −1 2 y+ 36 5 x= −1 2 (8)+ 36 5 x= 16 5 (Simplify both sides of the equation) Answer: x=16/5 and y=8

The answer to the problem 5 x (4 + 1) is called a _____.A) sum
B) difference
C) product
D) quotient

Answers

The answer to the problem 5 x (4 + 1) is called a C) product.

Given is an expression 5 x (4+1), we need to tell which mathematical operation dose it shows.

In mathematics, the term "product" refers to the result obtained when two or more numbers are multiplied together.

In this case, the numbers involved are 5 and (4 + 1). The expression (4 + 1) is first evaluated inside the parentheses, which results in 5.

Then, the multiplication is performed: 5 x 5 = 25.

So, the correct answer is C) product.

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Remember in PEMDAS (P = Parenthesis, E = Exponent, M = Multiplication, D=Division, A= Addition, S= Subtraction), you always do the Parenthesis or Brackets first. So your equation will become 5 x 5 in the end. Therefore the answer is "C) product".

The number of bagels sold daily for two bakeries is shown in the table. Bakery A Bakery B 15 15 52 16 51 34 33 35 57 12 12 9 45 36 46 17 Based on these data, is it better to describe the centers of distribution in terms of the mean or the median? Why? Select the correct answer below. Mean, because there are no outliers to affect the data Mean, because the distribution is symmetric for both bakeries Median, because there are outliers that affect both data sets Median, because the distribution for both bakeries is not symmetric

Answers

Bakery A Bakery B
15                 15
52                 16
51                 34
33                 35
57                 12
12    9
45                36
46                17

Bakery A : mean = 38.875 median = 45.50 ; no outliers
Bakery B : mean = 21.75 median = 16.5 ; no outliers

Mean, because there are no outliers to affect the data

Answer:

Median, because the presence of an outlier affects the data

Step-by-step explanation:

The formula for the volume of a cube is V(s) = s3 where s is the side length of the cube. What is the domain and range of this function?A.) s < 0, V(s) < 0
B.) s > 0, V(s) < 0
C.) s < 0, V(s) > 0
D.) s > 0, V(s) > 0

Answers

Answer:

Option D. $s> 0$ , $V(s)> 0$

Step-by-step explanation:

we know that

The volume of a cube is equal to

$V(s)=s^(3)$

where

s is the side length of the cube

Remember that

The side length of the cube cannot be a negative number

$s> 0$

The domain is all real numbers greater than zero

The volume of the cube cannot be a negative number

$V(s)> 0$

The Range is all real numbers greater than zero

The domain is all the positive values and the range is also all the positive values.

Then the answer is the option D) s>0 and V(s) > 0.

Decide whether each expression simplifies to a number less than -1 or greater than 1.Less than -1
Greater than 1
Neither

(-10) divided by 6
-(5 divided by 2)
-3 divided by (-4)
-2• [- 7/2]
8/3•[-3:5]

Answers

Answer:

Step-by-step explanation:

(-10) ÷ 6 = $(-10)/(6)=(-5)/(3)=-1(2)/(3)$ less than -1

-(5÷2) = $-(5)/(2)=-2(1)/(2)$ less than (-1)

(-3÷ (-4) = $(-3)/(-4)=(3)/(4)$ Neither

(-2)* [-7/2] = $(-2)* (-7)/(2)=(-1)*(-7)=7$ Neither

(8/3)*(-3/5)= $(8)/(3)*(-3)/(5)=(-8)/(5)=-1(3)/(5)$ less than (-1)

What equals x and y?

Answers

y = -x/4 + 4
x +2y = 6

We need to solve y= -1/4 x + 4 for y
Let's start by substitute -1/4 x +4 for y in x+2y=6
x + 2y =6
x + 2(-1/4 x+4) =6
1/2 x + 8 =6
1/2 x = 6 - 8
1/2 x = -2
x = -2/1/2
x = -4
Now we need to find the value for y
Let's find it by substitute -4 for x in y= -1/4 x +4
y = -1/4 x + 4
y= -1/4 (-4) +4
y= 4/4 + 4
y = 1 + 4
y= 5

Answer : Y=5 and x= -4

I hope that's help... If you have any questions please let me know !
Good night :)

Make both equal to y and make one equatation: (6-x)/2=-x/4+4.now simply calculate that: 2-1/2x=1/4x+4
2-4=1/4x+2/4x
-2=3/4x
-2*4/3=x
-8/3=x.

Now y is (6-(-8/3))/2
(6+8/3)/2=y
1.125=y.

If this is wrong I'm sorry but I think it is right.

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