Trigonometry is a special branch of mathematics that deals with lengths and angles of triangles. It has to be carefully noted that mathematics has been observed to be the nemesis and a thorn in the flesh for students. Students seem to face increasing travails and setbacks in studying mathematics. Assignments on such subject matters like trigonometry seem to increase their burden. The anxiety level rises and so does the stress level. The inferences of such events could be seen as sleepless nights and increase level of frustration. Rational options and solutions need to be developed to aid the cause of the students. One of the best solutions for the students is trigonometry assignment help. This serves as a boon for the students since the guidance and assistance is critical to the cause and it comes at a reasonable rate.
Specific Issues Faced by Students and The Need for Online Trigonometry Assignment Help
The lives of students are not a bed of roses and are placed with many thorns. These thorns do not make the tasks of the students of producing the assignments with quality and precision easy. Certain amount of hindrances and barriers are faced by students while completing assignments and tasks.
- Difficult concepts in trigonometry
It needs rocket science for people to decipher that mathematics has always been a nemesis for students. Mathematics has always been a source of phobia for the students during their studies and assignments. The concepts in trigonometry are tricky and require critical outlook from the viewpoints of students. These concepts are difficult to comprehend and usually cloud the mind of the students with uncertainties and doubts. In this way, it becomes difficult for the students to continue and proceed with the assignments. The students are left in the grip of adversities, which leaves them incompetent and impotent in completing assignments.
- Specific requirements and formatting styles
Each assignment has specific requirements and formatting styles. The assignments have specific requirements and also follow specific formatting and referencing styles. Students usually, do not possess skills and specific knowledge about such styles. Formatting and referencing are critical aspects of any written assignment. For students to follow specific formatting and referencing styles for different assignments tend to be a critical task for the students. Any assignment without referencing is incomplete and the incompetency of the students in such regards tends to be a drawback for the students and makes them seek help with trigonometry assignments.
Most students nowadays are working students that manage work and studies side by side. One of the notable facts if this is that students tend to get carried away with the prospect of earning money and consequently give less attention to studies. This has severe consequences on the students. The adage ‘greed is vice’ is very evident in this case since the inability of the student in allotting sufficient time between work and studies pave the way for deviations in assignments by the students. The high standard of living and high cost of living makes it difficult for students, especially foreign students to survive in the age of inflation. This makes the students focus more on work and less on studies. Thus, it can be seen that the students are incapable and unable to provide quality work and also in meeting requirements of the assignments.
- High benchmark and strict correction style
One of the areas that pose a serious threat and issue to the students is high benchmark in correction pattern. The benchmark of efficiency and proficiency is high and the professors are strict in checking assignments. This results in making the student conspicuous about the stringent policies and correction styles of the professors. The students become aware of the growing standards in marking schemes of the professors, which creates a sense of anxiety and worry for the students. This implies that students have to produce the best exhibition in assignments they undertake. However, one can notice that it is not feasible and possible to produce excellent quality in the assignments and meet the high standards of the professors. This increases the chances of securing low marks. It leads to students seeking for trigonometry assignment help.
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What is Trigonometry?
- Trigonometry is a section of mathematics that deals with the study of triangles.
- It studies and assesses the correlation between angles and length of the triangles.
- Trigonometry deals with triangles ranging between the angle 0 degree and 90 degree.
- Trigonometric functions are periodic and recur at 360 degrees
- Trigonometric functions consist of tangent and cotangent functions that recur at 180 degrees.
- The right triangle is composed of a right angle with two acute angles that are less than right angles.
- The side opposite the right angle is called the hypotenuse.
- The side opposite the hypotenuse is the adjacently opposite side top the hypotenuse.
- It is the longest side of a right angled triangle
- The opposite side of the right angle is called the hypotenuse
- The Pythagoras Theorem is used for deducing the hypotenuse
- The Pythagoras Theorem states that the side of the hypotenuse is equal to the sum of the square of the two other sides of the length of the right angled triangle.
- Sin x = opposite/ hypotenuse
- Cos x = adjacent/hypotenuse
- Tan x = opposite/adjacent
- Cot x = adjacent/opposite
- Sec x = hypotenuse/adjacent
- Cosec x = hypotenuse/ opposite
- Cot x = 1/tan x
- Cosec x = 1/ sin x
- Sec x = 1/ cos x
- Tan x = sin x/cos x
- Cot x = cos x/ sin x
- Tan x = sec x /cosec x
- Cot x = cosec x / sec x
- Sin(-x) = - sin x
- Cos(-x) = cos x
- Tan (-x) = -tan x
- Cosec(-x) = -cosec x
- Sec(-x) = sec x
- Cot(-x) = -cot x
The Ptolemy’s theorem is based on the Pythagoras theorem. The theorem lays its implication on the right angled triangles. This theory serves the corner stones and the ground work of Trigonometry, which establishes and develops the relation between sides and angels of a triangle. According to this theorem:
Sin2 (A) + Cos2 (A) = 1
According to this theorem, A is the internal angle of the triangle. Sin A is the length of the triangle opposite to the hypotenuse while Cos A is the length adjacent to the hypotenuse. The length of the hypotenuse is 1.
According to this theorem, the following deduction and expression is made:
Sin (A+ B) =sin (A) cos (B) + cos (A) sin (B)
Sin (A- B) = sin (A) cos (B) – cos (A) sin (B)
Why Do Students Require Help with Trigonometry Assignment?
Students have various reasons for this reason of seeking professional help for assignments and the basis for outsourcing their assignments. These reasons could be subjective but there are some reasons as to why the students require online trigonometry assignment help.
Impressions of a person form a very important place in the life of a person. One can see the good image of a person lend a lot of credibility to his or her name. When it comes down to assignment, the quality and the grades obtained from the assignments shed an important picture in the eyes of a professor and the fellow students. It can be seen that good grades and high quality assignment bring about a good image of the student, while a sub standard quality assignment transmit a negative image about the student. Therefore, in order to form a good image, a student seeks professional help. This allows the student to obtain high grades and good remarks, which consequently leads to the formation of a good image of the student. This also allows the respective student to develop a good image among peers
The students are aware of the growing needs of original and creative work. It has to be kept in mind that plagiarism in written assignments or in any writing endeavors is considered a cardinal sin. Therefore, in order to avert the bloopers and embark on original and creative work, the students seek for online trigonometry assignment help. This not only allows the students to develop original and authentic content, it also allows the students to secure good grades and also allows them to secure themselves from the perils of deduction.
There is no rocket science behind the deduction of the fact that students look for assignment helps, in order to secure high grades. The competition in the academic world is getting tighter and stronger. This makes the student aware of the growing need to be on top and to secure good grades. The competition between students is stiff and such competition gives no margin of error for the students. Thus, they are always trying their best to avoid mistakes and secure good grades. Therefore, one can see that the main aim behind the outsourcing of the assignments. The focal point can be traced to the requirement of securing good grades for the assignments. Good grades for the students help them to succeed in the subjects and assignments. It presents good results for the semester. Good grades have strong correlation with employment and the future of the student.
Meeting requirements of the assignments and presentation of appropriate referencing and formatting styles
One reason why students are seeking for trigonometry assignment help is because the requirements of the assignment are complex and difficult at times. The lack of understanding and the lack of sound knowledge about the formatting and referencing issues make it an issue for the student while preparing an assignment. These are the criteria of good grades and the basis of preparing an error free assignment. Referencing styles like Harvard, APA, MLA, Vancouver and Chicago have different format and styles. Developing a sound knowledge of all these referencing styles and the citation according to these styles is difficult and demanding for the students. The critical aspect of formatting styles used in assignments also becomes a challenging task for the students. The failure to meet these standards and styles pose as a threat to the students. The biggest threat is low grade and failure of the assignment. In order to avert this situation, the students seek trigonometry assignment help, which helps them secure good grades for the assignment.
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