Where is the paragraph you are asking in the question?
If differential heating did not occur on earth, which scenario would become true?.
There are different reasons why things happens. If differential heating did not occur on earth, then there no global warming or global cooling will take place in the atmosphere.
When the Earth flat surface is facing the sun, all its part of that surface would get the same level of incoming solar radiation but the fact remains that due to the Earth being spherical in shape, sunlight is therefore not distributed evenly over the Earth’s surface and as such all the regions of Earth will be heated to different degrees.
Thus, differential heating of Earth’s surface takes place due to different reasons.
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What is the domain of the function y=2 square root x-5.
Answer:
x ≥ 5
Explanation:
so, we have
y = 2√x-5
We know that the radicand (number under a radical) must be greater than or equal to zero so, we set up the equation as
x - 5 ≥ 0
to solve it, we add 5 to both sides and you get
x ≥ 5
the domain is the interval---> [5,∞)
All real numbers greater than or equal to 5
How do rock types contribute to the rate of weathering?.
How does the author persuade readers in this essay.
Answer: By use different words or phrases that help them understand it.
Explanation:
The table represents a function. X y −1 0 2 3 3 4 5 6 complete the statement by selecting from the drop-down menu. The rate of change in the function y=2x+5 is choose. The rate of change of the function represented in the table.
Answer: Greater than.
I guessed it on my test, but I got it right! :')
Answer:
Greater Than is the answer.
Explanation:
I guessed because the other person didn't even tell you the right answer so I picked Greater Than and I got it right. I am 100% sure it is right, if you are in K12.
Your Welcome and if you need help with anything else I would be glad to help you with any other questions.
I am good at math but the subject I am learning is kind of difficult. :)
Have a nice day! :)
Review the steps of the proof of the identity sine (a minus startfraction 3 pi over 2 endfraction) = cosine a. Sine (a minus startfraction 3 pi over 2 endfraction) step 1: = sine a cosine (startfraction 3 pi over 2 endfraction) minus cosine a sine (startfraction 3 pi over 2 endfraction) step 2: = (sine a) (0) + cosine a (negative 1) step 3: = (sine a) (0) + (1) (cosine a) step 4: = 0 + cosine a step 5: cosine a at which step was an error made?.
Answser:
step 2
Explanation:
Answer:
B. Step 2 for the
sin(A-3pi/2)=cos A one
Explanation:
on Egenuity
Based on lange’s words, it is reasonable to infer that lange’s success came when she was able to forget her past. Lange felt a sense of bitterness about her childhood illness. Lange may not have become a photographer had she never gotten sick. Lange’s work was significantly influenced by her experiences.
Answer: the answer it’s D!
Explanation:
Based on the excerpt from "Dorothea Lange," we can reasonably infer that: D. Lange’s work was significantly influenced by her experiences.
What is an inference?An inference refers to a process through which a reader deduce the meaning of messages (information) that are associated with an excerpt, especially through induction.
Based on the excerpt from "Dorothea Lange," we can reasonably infer and logically deduce that her was significantly influenced by her experiences after contracting polio, a disease that weakened her foot and lower leg.
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#SPJ2
Which of the following is a not a correct electron configuration for an atom of aluminum-27 in an excited state?.
Answer: the answer is
2-8-3
Ethan rolls a 6-sided number cube. What is the probability that he gets a number greater than 2?.
Answer: the other person is right, just the FRACTION form is 2/3 which is what is needed for A P E X
Explanation:
Which of the following best describes the sources that contribute.
People are known to have online identity. What contributes best to an online identity is authentication.
Through authentication, users therefore needs registration and logging in before they can access any site.
Some websites often uses the user's IP address or tracking cookies so that they can be able to known and identify users. An online identity is different from a real-life one. This is because most Online identities are more flexible.
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A varies jointly as of the product of b and c. If a = 24 when b = 8 and c = 2, find b when a = 48 and c = 4.
Variation can be direct, inverse or joint.
The value of B when a = 48 and c = 4 is 8
The joint variation is represented as:
[tex]A \ \alpha\ BC[/tex]
Express the variation as equation
[tex]A = kBC[/tex]
Make k the subject of the formula
[tex]k= \frac{A}{BC}[/tex]
If a = 24 when b = 8 and c = 2, we have:
[tex]k = \frac{24}{8 \times 2}[/tex]
[tex]k = \frac{24}{16}[/tex]
[tex]k = 1.5[/tex]
So, [tex]A = kBC[/tex] becomes
[tex]A = 1.5BC[/tex]
Make B the subject
[tex]B = \frac{A}{1.5C}[/tex]
When a = 48 and c = 4, we have:
[tex]B = \frac{48}{1.5 \times 4}[/tex]
[tex]B = \frac{48}{6}[/tex]
Divide
[tex]B = 8[/tex]
Hence, the value of B is 8
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karen performs a transformation on parallelogram syntax error from line 1 column 49 to line 1 column 73. unexpected 'mathsize'. that is plotted on a coordinate grid to form parallelogram syntax error from line 1 column 49 to line 1 column 73. unexpected 'mathsize'. the image of each point is shown in the table below. which best describes the transformation karen performed?
The transformation performed by Karen is 90 degrees counterclockwise rotation across the origin.
The table is given as:
Original point ---- Image
A (-4,-1) (1,-4)
B (-7,-6) (6,-7)
C (-14, -6) (6,-14)
D (-11, -1) (1,-11)
From the table, we can see that;
The coordinates are swapped, and the new x-coordinate is negated.
This represents 90 degrees counterclockwise rotation across the origin.
The rule of this transformation is:
[tex](x,y) \to (-y,x)[/tex]
i.e.
[tex](-4,-1) \to (1,-4)[/tex]
[tex](-7,-6) \to (6,-7)[/tex]
[tex](-14, -6) \to (6,-14)[/tex]
[tex](-11, -1) \to (1,-11)[/tex]
Hence, the transformation performed by Karen is 90 degrees counterclockwise rotation across the origin.
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Matarmeans _____. To cut to kill to order to drink.
Which statements can be used to compare the functions? select two options.
Answer:
none
Explanation:
Es lo que identifica al programa se utiliza al comienzo final o al salir a comerciales.
La rúbrica es lo que identifica al programa se utiliza al comienzo final o al salir a comerciales. Esta se caracteriza por un sonido.
La rúbrica se usa al comienzo y al final de un determinado programa, o para salir a comerciales.
La rúbrica es un pequeño segmento, que es usado para identificar el inicio de un programa.
Existen diferentes tipos de rúbrica (por ejemplo, una rúbrica de entrada puede abrir el programa de una radio).
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Write the factors of polynomial 4x^2+y^2+4xy+8x+4y+4.
Answer:
ur answer is in the pic
..................
Before turkey, the traditional english christmas dinner included a pig’s head smothered in mustard.
There are different kinds of Christmas traditions. Before turkey, the traditional English Christmas dinner included a pig’s head smothered in mustard. is a true statement.
There are a lot of festive facts that can help one to be in the mood for Christmas and this can also be discussed during Christmas dinner. This makes it lively and fun.
One of the popular fact is that Before turkey, the traditional Christmas meal in England was a pig's head and mustard in the middle ages and up to that was "black bird pie" as the boar is known to have been hunted to extinction.
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karen performs a transformation on parallelogram abcd
which of the following describes a major sector of a circle
The major sector of a circle is described as: a region bounded by two (2) radii and an arc which measures 200 degrees.
The sector of a circle can be defined as a pie-shaped portion of a circle is enclosed or bounded by two (2) radii and an arc of the circle.
In Mathematics, the sector of a circle is divided into two main categories and these include:
Minor sector: it is the smaller area and it forms a central angle that is less than 180 degrees.Major sector: it is the larger area and it forms a central angle that is greater than 180 degrees.In conclusion, the major sector of a circle is described as a region that is bounded by two (2) radii and an arc which measures 200 degrees or greater than 180 degrees.
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Are the expressions –0. 5(3x + 5) and –1. 5x + 2. 5 equivalent? explain why or why not.
Answer:
No
Explanation:
-0.5(3x+5)
Use distributive property.
-1.5x+(-2.5)= -1.5x-2.5
-1.5x-2.5 is different from -1.5x+2.5
A survey participant is randomly selected. Let f be the event that the participant’s first motor vehicle had four cylinders and let u be the event that the participant’s first motor vehicle was an suv. What is the value of p(fc and u)?.
The value of P(fc and u) is 0.09
From the complete question, we have the following highlights:
A total of 200 participants were surveyed.18 of the survey participant's first motor vehicle had four cylinders and the participant’s first motor vehicle was an SUV.These mean that;
[tex]n(fc\ and\ u) = 18[/tex]
[tex]n =200[/tex]
So, the value of P(fc and u) is calculated using:
[tex]P(fc\ and\ u) =\frac{n(fc\ and\ u)}{n}[/tex]
This gives
[tex]P(fc\ and\ u) =\frac{18}{200}[/tex]
Divide 118 by 200
[tex]P(fc\ and\ u) =0.09[/tex]
Hence, the value of P(fc and u) is 0.09
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Danyon just finished a project. She wants to thank all the team members and collect their feedback on the overall project. What is the best approach to accomplish this?.
The best approach for Danyon to thank all the team members and obtain feedback on the overall project is to: hold a review session.
A review session can be defined as a teamwork meeting that is organized to host all of the team members involved in the planning and execution of a project, so as to achieve the following:
Formally discuss about the project by sharing ideas and opinions.Obtain feedback on the overall success of the project.Make a vote of thanks.In this context, holding a review session is the best approach for Danyon to thank all the team members and obtain feedback on the overall project.
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A. Define dual enrollment.
B. What is another name for dual enrollment?
A cylindrical tank is half full of oil.
Answer:
What is the question asking?
Explanation:
hope this helps
Compared to micellular compound 1, compound 2 is structurally more rigid as a result of what type of interaction?.
Compound 2 is structurally more rigid as a result of intermolecular covalent bonds, disulfide bonds. These bonds occur between polypeptide chains.
Disulfide bonds are covalent bonds generated by the oxidation of a pair of cysteine amino acids.
Intermolecular disulfide bonds can bind polypeptide chains, thereby stabilizing them.
Intramolecular disulfide bonds can stabilize tertiary molecular structures, while intermolecular disulfide bonds can stabilize quarternary molecular structures.
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What was the advantage of the location of byzantine empire's capital.
Explanation:
Their new capital was a "bridge" between Europe and Asia
In lines 1-2, the speaker describes "like" as a "semi-demi goddess" primarily to emphasize the universally held preference people have for being loved over being liked answer a: universally held preference people have for being loved over being liked a rapidly decreasing role of religion in most people’s day-to-day lives answer b: rapidly decreasing role of religion in most people’s day-to-day lives b surprisingly ancient origins of some seemingly modern social customs answer c: surprisingly ancient origins of some seemingly modern social customs c almost religious devotion people have to collecting "likes" on social media answer d: almost religious devotion people have to collecting "likes" on social media d nearly holy quality of true friendship for the people who experience it.
There are different kinds of lines in the Poem. In lines 1-2, the speaker describes "Like" as a "semi-demi goddess" primarily to emphasize that almost religious devotion people have to collecting "likes" on social media.
In the line, the Reasoning behind the statement is that the speaker shows forth "Like" as a "semi-demi goddess". He intended to talk about or show how focused people are on more into having a lot of "likes" on social media.When you look into the poem all through, you will see that there are a lot of references to how social media boast the morale of people to "like" different kinds of products and causes.
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Amy is thinking of a number that is 2 times the value of jake's number.
Answer:
4
Explanation:
This could be anything, we don't know jakes number?
help, please !!
triangle FGH is inscribed in the circle above. If FG is congruent to GH and the measure of G is 30 what is the measure of H
Applying the inscribed angle theorem, the measure of ∠H is: C. 75°
Recall:
Based on the inscribed angles theorem, the measure of an inscribed angle = half of the measure of the intercepted arc.Since arc GH is congruent to arc FG, therefore:
m∠F = m∠H
Thus:
m∠H = 1/2(180 - m∠G)
Substitutem∠H = 1/2(180 - 30)
m∠H = 1/2(150)
m∠H = 75°
Therefore, applying the inscribed angle theorem, the measure of ∠H is: C. 75°
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Graph the image of this figure after a dilation with a scale factor of 3 centered at (−7, −6). Use the polygon tool to graph the dilated figure.
The dilation transformation gives an image that is similar to the pre-image
but have a different size.
Please find attached the required graph of the image created with MS ExcelReasons:
Points on the figure are; A(-7, -3), B(-3, -2), C(-4, -5)
The scale factor of dilation = 3
The center of dilation = (-7, -6)
Required:
The graph of the image following the dilation.
Solution:
The given points relative to the center of dilation are;
(-7 - (-7), -3 - (-6)) = (0, 3)
(-3 - (-7), -2 - (-6)) = (4, 4)
(-4 - (-7), -5 - (-6)) = (3, 1)
Following the dilation gives;
3 × (0, 3) = (0, 9)
3 × (4, 4) = (12, 12)
3 × (3, 1) = (9, 3)
Adding the coordinates of the center of dilation to the above relative points of the image gives;
Location of point A' = (0 + (-7) , 9 + (-6)) = (-7, 3)
Location of point B' = (12 + (-7) , 12 + (-6)) = (5, 6)
Location of point C' = (9 + (-7) , 3 + (-6)) = (2, -3)
Therefore, the image is; A'(-7, 3), B'(5, 6), C'(2, -3)
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