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Do you find geometry to be challenging? Are you having difficulty keeping up with your class or preparing for upcoming exams? Do you wish there was an online geometry tutor that could make this subject interesting? We offer 1: 1 private geometry tutoring online lessons for high school students starting at only $22/hr. Our expert online geometry tutors can help you learn this creative subject in a fun and interactive way.
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Struggling in geometry? Whether it’s the Pythagorean theorem or, Angle bisector theorem, we’ve got you covered.
Preparing for a test? We have expert tutors for SAT or ACT to help you crack the exams and clear your Geometry concepts.
Not able to understand in School? Don't worry. Our expert tutors will clear your math/geometry doubts and help you with your homework.
Stressed with geometry? Dont worry. Our Math tutors provide you with personalized learning plans at your speed and explain the concepts, clear your doubts.
Students often struggle to figure out where to start when it comes to learning Geometry. A structured learning program devised by an experienced tutor can help you learn fundamentals in Geometry and also set a strong foundation for future learning.
One of the benefits of taking Geometry lessons from a private teacher is that you get tremendous flexibility in scheduling. You have the convenience of planning your study schedule from the comfort of your home.
Moreover, an online tutor can tailor the teaching style in line with your pace and needs, be it for concept understanding, test prep, homework help, or assignments.
Another big advantage of online Geometry tutoring is that you get access to top teachers. With in-person tutoring, you will have only a limited pool of teachers that offer Geometry lessons in your vicinity, however, with online tutoring, you can take classes via webcam with a tutor of your choice thousands of miles away.
Overall online tutoring is an excellent solution for students looking to learn math,science,language or coding.
Focussed Learning on Geometry
I am urgently looking for a tutor for my daughter. She is in 10th grade & needs help with Geometry. Math doesn’t come easy for her and she’s easily distracted in class because there’s a lot of noise. I thought this would be a better way for her to focus and be able to understand.
Mother, 10th Grade, Miami, Florida
Practice makes geometry perfect
My daughter is in 9th grade. She is taking Geometry. She has a quiz on Wednesday and need someone to go thru the practice quiz with her to identify and eliminate area where her understanding is imperfect. I'm hoping to find someone who can tutor her on a regular basis.
Father, 9th grader, Cincinnati, Ohio
Personalized Learning plan for Geometry
My son is in 10th grade. He failed Geometry last semester and is not doing well 2nd semester. We tried online youtube tutorials and staying after school with his teacher, but she still does not understand. Please help.
Father, 10th grade, Atlanta, Georgia
Test preparation for Geometry
I am in 11th Grade. high school student. I need a lot of help in Geometry & Mathematics. My exam is in a month and i need a complete revision.
Student, Junior, High School, New York
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I Live in San Jose and I'm looking for tutoring for my daughter, she is in 10th grade and struggling with Geometry this semester. I was wondering if we can do a private online session.
Mother, High School, Sophomore, San Jose, California
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Geometry is a math course that is used to study the properties and relationships of shapes, sizes, positions, and dimensions of objects. Geometry concepts are used for designing buildings, bridges, and other structures. Apart from this, they are also used in making computer graphics and animations for movies & video games, and much more. You’ll learn the following topics in geometry:
In coordinate planes, students will learn how to plot points on the coordinate plane, identify the coordinates of points, and graph equations in plane geometry. They will also learn about the distance formula, which is used to find the distance between two points on the coordinate plane, and the midpoint formula, which is used to find the midpoint between two points on the coordinate plane.
With these geometry skills, students will be able to represent geometric figures, such as lines and circles, in a graphical form and write geometry equations. They will be able to analyze and interpret graphical data, and use the coordinate plane to solve real-world problems and apply them in real-world applications. For example, students may use the coordinate plane to represent data from a survey, analyze the trend of a stock market, or determine the location of a treasure in a treasure hunt.
Pythagoras theorem states that in a right triangle, the square of the hypotenuse (the longest side) is equal to the sum of the squares of the other two sides. With this concept, students will learn how to identify right triangles and apply the theorem to find the missing side lengths. They will also learn how to use the Pythagorean theorem to apply in real-world applications and solve real-world problems involving distance and measurement, such as finding the distance between two points on a map or the height of a building.
After all this knowledge, they will have a better understanding of the properties of right triangles with right angles and be able to apply the theorem to find missing side lengths or distances.
In triangles (types, angles, and inequality theorem), students will learn about various types such as scalene, isosceles, equilateral, acute, obtuse, and right-angled triangles and how to calculate the perimeter, area, and height of these triangles. They will also learn about the different types of angles that can be formed within a triangle, including acute, obtuse, exterior, interior, and right angles, how to write them in geometry equations, and how to measure and calculate these angles using different methods such as the angle sum property of triangles and the exterior angle theorem.
Students will also learn about the triangle inequality theorem, which states that the sum of the lengths of any two sides of a triangle must be greater than the length of the third side, and learn to use this theorem to determine if three given sides can form a triangle or not.
After gaining this knowledge, they will be able to identify and classify different types of triangles, determine their properties, and solve problems related to triangles using various theorems and formulas.
In shapes (Properties and classifications), students will learn about various shapes, such as squares, rectangles, circles, triangles, and polygons, their properties, classifications, and characteristics, including the number of sides, angles, and vertices. They will also learn how to classify shapes based on their properties and apply this knowledge to solve problems. For example, they may be asked to identify shapes that are congruent or similar or determine the perimeter and area of various shapes.
After gaining this knowledge, they will be able to analyze the properties of different shapes and use this knowledge to solve real-world problems. For example, they may apply their knowledge of the properties of shapes to design a building or layout a garden.
In angles and their types, students will learn about complementary and supplementary angles, exterior and interior angles of polygons, and how to calculate their measures. They will also learn about acute, right, obtuse, and straight angles, how to identify them in different figures, about angle bisectors, and how they divide an angle into two congruent angles.
In the end, they will be able to identify different types of angles and understand their properties. They will also be able to measure and compare angles, and solve problems involving angles in different shapes and figures.
In volume & surface area, students will learn about the volume and surface area of various 3D objects, including prisms, cylinders, cones, and spheres and how to calculate the volume and surface area of these shapes using various formulas. They will also learn how to visualize and manipulate these shapes in their minds.
After this knowledge, students will be able to calculate the volume and surface area of various 3D objects, understand the relationships between different shapes and their dimensions, and apply these skills to solve real-world problems related to geometry and measurement.
In geometry, Heron’s formula is used to find the area of a triangle given the lengths of its three sides. Heron’s formula states that the area of a triangle whose sides have lengths a, b, and c is given by the formula:
Area = square root of (s(s-a)(s-b)(s-c))
where, s = (a+b+c)/2 is the semi-perimeter of the triangle.
Students will learn to apply this formula to solve problems related to finding the area of a triangle.
With these geometry skills, students will be able to identify when to use Heron’s formula and when to use other methods to find the area of a triangle. They will also be able to write them in geometry equations, explain the derivation of the formula and apply it to real-world problems, such as calculating the area of a triangular garden or the area of a triangular sail on a boat.
In area & perimeter, students will learn how to find the area and perimeter of basic shapes like squares, rectangles, and triangles. As they progress, they learn about more complex shapes such as circles, trapezoids, and polygons, and how to find their area and perimeter using a combination of formulas and techniques.
They will also learn how to apply this concept to real-world problems. For example, they may need to find the area of a room to determine how much paint or carpet is needed.
After gaining this knowledge, they will be able to accurately calculate the area and perimeter of a wide variety of shapes, and apply these geometry skills to solve real-world problems, like finding the perimeter of a property to determine how much fencing is required.
In similarity of triangles, students will learn that two triangles are said to be similar if their corresponding angles are congruent and the corresponding sides are proportional and also learn the various methods to write them in geometry equations and prove the similarity of triangles such as Angle-Angle (AA), Side-Angle-Side (SAS), and Side-Side-Side (SSS) similarity criteria.
After all this knowledge, they will be able to find the ratio of the corresponding sides of similar triangles, which is known as the scale factor. They will also be able to apply this concept to solve real-world problems involving similar triangles, such as finding the height of a building or determining the distance between two points using indirect measurement techniques.
Learning geometry has many benefits, such as:
Overall, learning geometry can help you in gaining practical skills that can be applied to a variety of careers.
Wiingy’s geometry tutors can provide you with many benefits, such as:
Intro to Euclidean geometry
Introduction to rigid transformations
Translations
Rotations
Reflections
Dilations
Rigid transformations overview
Dilation preserved properties
Properties & definitions of transformations
Symmetry
Proofs with transformations
Transformations & congruence
Triangle congruence from transformations
Congruent triangles
Theorems concerning triangle properties
Working with triangles
Theorems concerning quadrilateral properties
Proofs of general theorems
Constructing lines & angles
Definitions of similarity
Introduction to triangle similarity
Solving similar triangles
Angle bisector theorem
Solving problems with similar & congruent triangles
Proving relationships using similarity
Solving modeling problems with similar & congruent triangles
Pythagorean theorem
Pythagorean theorem proofs
Special right triangles
Ratios in right triangles
Introduction to the trigonometric ratios
Solving for a side in a right triangle using the trigonometric ratios
Solving for an angle in a right triangle using the trigonometric ratios
Sine & cosine of complementary angles
Modeling with right triangles
Distance and midpoints
Dividing line segments
Problem solving with distance on the coordinate plane
Parallel & perpendicular lines on the coordinate plane
Equations of parallel & perpendicular lines
Graphs of circles intro
Standard equation of a circle
Expanded equation of a circle
Focus and directrix of a parabola
Circle basics
Arc measure
Arc length (from degrees)
Introduction to radians
Arc length (from radians)
Sectors
Inscribed angles
Inscribed shapes problem solving
Proofs with inscribed shapes
Properties of tangents
Constructing regular polygons inscribed in circles
Constructing circumcircles & incircles
Constructing a line tangent to a circle
2D vs. 3D objects
Volume and surface area
Density
" I was struggling to understand the inequality theorem of triangles and memorizing formulas related to it, due to which I was not able to solve problems based on the similarity of triangles and geometry proofs as well. After taking tutoring sessions from Wiingy, this is no longer a problem as my tutor explained to me the inequality theorem of triangles using visual-aids, like an interactive whiteboard, interactive lessons, and provide geometry worksheets which left a more powerful impact on my brain. Later, he also explained to me the concept of the similarity of triangles and gave me some practice problems as well. "
Henry
Miami
" I always used to avoid math problems that involve large numbers, calculations, and the need of memorizing formulas, especially the ones with square roots and cube roots. But now, I have to solve problems using heron’s formula and I can’t ignore this concept as it holds more weightage in exams. So, my tutor from Wiingy, started by giving me some basic calculation problems that include large number problems or basic square root problems to take away my fear. Then, he explained the concept of heron’s formula in-depth by using an interactive whiteboard and providing interactive lessons and gave me extra problems, geometry worksheets, and quizzes for practice, so that I have a clear knowledge of the concept. "
Zed
Charlotte
" My daughter always used to get confused in differentiating the figures in geometry, geometry proofs, and memorizing formulas and hence always ended up using incorrect formulae while solving problems on surface area and volume in exams. However, her tutor from Wiingy, used visual aids, like an interactive whiteboard, and geometry worksheets to explain different figures and their properties and taught her how to differentiate between the figures. Now, this concept has become the easiest thing for her as she no longer gets confused with the figures and their formulae. "
Oliver
Memphis
" Different types of triangles in geometry had always been confusing thing for me, due to which I couldn't understand the concept of their properties and different types of angles which were affecting my grades and assignment marks. So, Wiingy’s tutor explained to me all the types of triangles by taking real-life objects, helped me in solving my assignment questions, and provided me with some geometry worksheets which helped to improve my grades. "
Ruby
Minneapolis
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How does studying geometry will be beneficial to the students?
Studying geometry is beneficial to students in many ways like it helps in developing critical thinking skills, geometry skills, enhancing spatial reasoning, improving problem-solving skills, and strengthening mathematical reasoning. Studying geometry can be a valuable educational experience that can benefit students both academically and in their future careers.
On which areas of geometry should students focus more?
Some important areas of geometry that students should focus on are: Euclidean geometry: This is the study of flat surfaces and shapes, such as triangles, circles, and quadrilaterals. Euclidean geometry is important for better understanding the basic principles of geometry and for solving practical problems related to measurement and construction. Coordinate geometry: This is the study of geometric figures using algebraic equations and coordinates. It is useful in fields such as engineering, physics, and computer graphics. Trigonometry: This is the study of the relationships between angles and sides of triangles. Trigonometry is important in fields such as navigation, surveying, and engineering. Non-Euclidean geometry: This is the study of curved surfaces and shapes, such as spheres and hyperbolic surfaces. Non-Euclidean geometry is important in the theory of relativity and in the study of topology. It is important for students to have a strong foundation in Euclidean geometry, as it provides the basis for better understanding other areas of geometry.
How to master geometry?
To master geometry, focus on understanding the basic geometry concepts, such as coordinate planes, Pythagoras theorem, Heron’s formula, and the volume & surface area of different shapes. Among all the geometry concepts, the similarity of triangles, triangles (Types, angles, and inequality theorem), and shapes (Properties and classifications) are the topics that require extra attention, so you need to practice a lot of problems on these topics for better understanding. Although, if you have a good hold over algebra 1 concepts, then geometry concepts might be easy for you. You should also refer to various online resources, like textbooks, YouTube videos, and online tutorials. As per the students studying geometry, the best textbooks to refer to for geometry are: Geometry by David A. Brannan, Matthew F. Esplen, and Jeremy J. Gray Introduction to Geometry by Richard Rusczyk Geometry Revisited by H.S.M. Coxeter and S.L. Greitzer Apart from textbooks, referring to YouTube channels has also always been a good option, so the best YouTube videos to refer to for geometry are: Geometry lectures by Professor Leonard Geometry playlist by Math Antics Geometry videos by PatrickJMT Similarly for online tutorials, you can find plenty of online tutorials. Try and find the best one for you. A great way to master geometry is to hire a private tutor geometry lessons. Explore Wiingy Geometry tutoring online today. Book a free trial lesson with a top geometry tutor today!
What do most tutors charge for geometry?
Online geometry tutors typically charge between $30 to $100 per hour. But, the price of geometry tutors will vary depending on their qualifications and level of experience. So, an experienced private tutor for geometry charges around $60 to $100 per hour. A part-time geometry tutor typically charges between $30 and $60 per hour.
What are the real-life applications of geometry?
Geometry has many real-life applications in various fields, ranging from art and design to engineering and construction, such as: Architecture and construction: Geometry is used extensively in architecture and construction to design and build buildings, bridges, and other structures. Architects and engineers use geometric principles to create blueprints, calculate measurements, and ensure that structures are stable and safe. Navigation and mapping: Geometry is used in navigation and mapping to calculate distances, angles, and coordinates. GPS systems and mapping software use geometric principles to determine the location of objects and plot routes. Art and design: Geometry is used in art and design to create visually appealing compositions and designs. Artists and designers use geometric shapes, patterns, and symmetry to create balance and harmony in their work. Computer graphics and animation: Geometry is used in computer graphics and animation to create three-dimensional models and animations. Graphic designers and animators use geometric principles to create lifelike images and animations. online geometry Manufacturing and machining: Geometry is used in manufacturing and machining to design and produce products with precision and accuracy. Engineers and machinists use geometric principles to create machine parts, molds, and other components. Astronomy and space exploration: Geometry is used in astronomy and space exploration to calculate distances, angles, and trajectories of objects in space. Astronomers and space engineers use geometric principles to plan and execute missions to other planets and stars.
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