Surface Area of Cone Tutors

Surface Area of Cone Tutors A cone is solid geometric figure consisting of three dimensions. A cone has a circular base and this circular base forms a curved surface around the cone which meets at a single point on the top known as the vertex of the cone. We can calculate the volume and the surface area of a cone. The total surface area of a cone is calculated by adding the area of the circular base (area of the circle) to the curved surface area of the cone. Example 1: What is the total surface area of a cone whose radius of the circular base is 10m and the slant height of the cone is 14m? Given: radius, r = 10m Slant height of the cone, s = 14m Total Surface area of Cone, SA = * r2 + * r* s This gives: Total surface area of the cone, SA= (* 102) + (* 10* 14) = 100+ 140 = 754m2 Therefore, the total surface area of the given cone is 754m2 Example 2: What is the total surface area of a cone whose radius of the circular base is 7m and the slant height of the cone is 12m? Given: radius, r = 7m Slant height of the cone, s = 12m Total Surface area of Cone, SA = * r2 + * r* s This gives: Total surface area of the cone, SA= (* 72) + (* 7* 12) = 49+ 84 = 417.8m2 Therefore, the total surface area of the given cone is 417.8m2

Online Surface Area Cone Tutors

Online Surface Area Cone Tutors A cone is a 3-dimensional solid figure which has a circular base and a vertex on the top of a cone. Every point on the base circle is connected to the vertex on the top and it therefore forms a curved surface around the cone. The total surface area is the sum of all the surface areas, and hence the total surface area of a cone is calculated by adding the area of the circular base and the area of its curved surface. Example 1: What is the total surface area of a cone whose radius of the circular base is 5m and the slant height of the cone is 9m? Given: radius, r = 5m Slant height of the cone, s = 9m Total Surface area of Cone, SA = * r2 + * r* s This gives: Total surface area of the cone, SA= (* 52)+ (* 5* 9) = 25+ 45 = 219.9m2 Therefore, the total surface area of the given cone is 219.9m2 Example 2: What is the total surface area of a cone whose radius of the circular base is 6m and the slant height of the cone is 10m? Given: radius, r = 6m Slant height of the cone, s = 10m Total Surface area of Cone, SA = * r2 + * r* s This gives: Total surface area of the cone, SA = (* 62) + (* 6* 10) = 36+ 60 = 301.6m2 Therefore, the total surface area of the given cone is 301.6m2

Tips To Become Adept At Solving Physics Problems

Tips To Become Adept At Solving Physics Problems Physics problems are troublesome for most students and poor performance in the subject is the key reason for poor GPAs. Tackling physics problems and learning a few tricks and tips to solve them with ease. Thus it is a good idea for students struggling with their physics grades. Here are a few top tips recommended by esteemed online physics tutors . There are tutors to help students become better at problem solving in physics; read on to learn more. Tip 1: Relax and approach the physics problem calmly This may sound cliched but it actually helps you focus better on the problem at hand. It is a proven fact that when you fret about something. Your mind is disorganized and you are more likely to miss important details while doing physics. Calming yourself and approaching the problem without fear will help you see the problem. Its entirety different and gather all the relevant info required for solving it. It is after all very much there in the problem statement! Tip 2: Try to come up with a diagram and write down the physics info gleaned neatly Coming up with a diagram based on the given info and labeling it neatly with details. This will help in problem solving. In fact, even when you are working on your homework, do this and it will turn out to be the best physics homework help there is for you! Read the problem statement more than once and write down all the information that can be obtained from it. Taking time out to do these things will help you solve quickly as opposed to jumping into solving it by just reading the problem once. Tip 3: Write down the formula applicable even if you are know it inside out Even in cases where you know the formula thoroughly, writing it down will help you solve the problem better as this helps you avoid careless mistakes. Pick the right formula to be used, substitute the unknowns and known variables and solve with the utmost care. Also, remember that when you solve the equation, whatever you are arriving at may not be the answer to the problem and you may have to work further to derive at the answer. Tip 4: Review your answer quickly before moving on to the next problem This will help you in avoiding careless mistakes. A review is any day better and can help you be more confident and sure before you proceed to the next problem. Tip 5: Try to plan your time in each section before you begin answering the paper When in exams, it is important to go through the paper quickly, plan your time and then work on every section. Sticking to your original plan will help you with time management and also give you the confidence that you can answer every question in the paper. Summary Dealing with physics problems requires a structured approach. Taking time to read through the problem, coming up with diagrams and practise is essential to score top marks in this tough subject. Working in homework problems, being attentive in classes and getting physics assignment help and homework help when necessary are recommended to conquer physics fears and score top grades.

ACT and STAAR Test Prep

The Research Program and Strategy For SAT/ACT and STAAR Test Prep 0SHARESShare First, several words concerning the study strategy. THE RESEARCH PROGRAM (1) Know as well as understand the reason and format from the SAT through researching the school Board web site and reading through the Barrons guide. (2) Establish the structured plan of research, devoting a collection period of time each 7 days. (3) Do numerous full-length exercise tests disseminate over a long period, preferably one or two months, to be able to continually evaluate your talents and weak points. These assessments also will help you develop the actual stamina required for this instead lengthy check, as nicely as help to make the check itself go a lot more smoothly about the big day time. (4) Keep the cumulative listing of notes, for example common mistakes you help to make or specific mathematical formulations that journey you upward, so you are able to review them before the test. There are lots of general as well as specific techniques for improving check scores. During my next post, I will concentrate on the few which i consider most significant. These recommendations either originate from my encounter with tutoring or happen to be extracted as well as summarized in the aforementioned Barrons guide. Preston Areas, PhD, is definitely an experienced personal tutor having a doctorate within Education. Hes the dad of 2 sons, one within elementary school and also the other in senior high school. Preston offers helped numerous students significantly enhance their SITTING scores via his personalized test planning programs. Additionally, he teachers students within middle college through college in a number of other educational subjects, focusing on those along with learning afflictions. He also focuses on helping students to handle test anxiety and also to develop much better study as well as time administration skills. [starbox id=admin]

How to Stay Organized During Midterms

How to Stay Organized During Midterms Staying organized during midterms can mean the difference between getting the best grade you can and missing your goal entirely. Its not only important to think about what you need to study, but how and when you need to fit studying in among other activities like sports, clubs, or a job. Keep your academic (and personal) life sane and structured as you move into midterm season to help maximize your scores on these important tests. Here are somepointers for how to stay organized during midterms: 1. Start studying for midterms early Its not in your best interest to crack open your textbook the week of the test. Your midterm exam likely encompasses half of your courses material, and you didnt you learn that material over a few days time it took weeks. Instead, review your notes as you go along in the course, making sure that you understand each concept before moving on to new material. Beginning two or more weeks before midterms, review the material that will appear on the exam. Since youll have already learned the material during your first pass through, this review will reinforce the material and help you to master it as you move toward the midterm. 2. Make a midterm study schedule Mastering half a semesters worth of material can seem daunting, especially if you have multiple midterms. A month before your midterms, sit down and plot out how the next four weeks will go. Cycle through your subjects as you study, making sure that you balance studying for midterms with the coursework expected of you leading up to the exams. For example, you could plan to review chapters one and two of biology and practice simplifying polynomials for your Algebra class on Monday night, review two novels for your English exam and study for your biology quiz on Tuesday, and catch up on math assignments and write an English essay on Wednesday. Balance is key, and plotting out a schedule can help you achieve that balance. 3. Make lists of questions, problems, and topics Keeping lists of questions you have, problems you cant solve, and even topics you already know and dont need to revisit can prevent you from wasting time and allow you to budget more time for difficult topics. Keeping a list of questions and problems you still have can make meeting with a tutor for help before the exam more productive, as youll be able to exclusively focus on problem areas without having to waste time. Keep your lists somewhere close to your study space, and make two lists for each subject: things you know and things you need to study. 4. Get into a study routine Designating time each day for midterm studying can help prevent cramming later on. As you make your study schedule, make sure to incorporate specific time (separate from other homework and academic obligations) in which you will hold yourself accountable for preparing for your midterm. Start with as little as an hour each day a month before the exams, and progressively increase your time spent preparing for midterms as they approach. Making time to study can help keep you focused on midterms without being weighed down by the other responsibilities in your life.

The Real Secret to Effective Practicing

The Real Secret to Effective Practicing Suzy S. Bored with your practice routine? Remember when it comes to practicing, there are no hard and fast rules. So mix it up, keep if fresh and have some fun! With these great tips from Burbank, CA teacher Victoria G., youll be looking forward to practicing instead of dreading it To be encouraged to practice, every musician has heard countless catchy phrases, like “Practice makes Perfect.” Often this involves hours of repetition, drills, discipline and sometimes complaining. But practicing doesn’t have to be a chore and, in fact, it should be the highlight of making music! Perhaps the hardest part of practicing is that many musicians, including myself, become so wrapped up in technical matters or how we sound, that we forget why we are even making music. Without emotion or joy, music becomes just black and white dots on paper, and then no wonder practicing seems dull. So to help this, I’ve learned a few tips along the way that I try to pass on to my students. First thing to remember is to relax! Sometimes in lessons I will switch vocal “do re mi” warm-ups for tongue twisters or other silly phrases. Or if I notice students are concentrating too hard on their posture, I will have them walk or skip around the room while singing. You’d be so surprised how much easier technique becomes when you relax your body and mind, and just let the voice take over. Another way to help your practicing is to just have fun! You can start by simply mixing up your practice routine. For example, if you are working on a slow, dramatic piece, practice it at a faster tempo and switch up the mood. This contrast will help your learn different things about the song while also helping you to stay engaged! Of course, you would want to perform it as written, but practicing it differently always helps keep the piece fresher in your mind, and again, allows your voice to be free and create better music. Also, make sure to reward yourself! Not every practice session is going to have a life changing breakthrough moment. But keep in mind that for every day you work hard, you are one day closer to your goals! Sometimes the reward can be as simple as taking an extra five minute break, going on a walk, or trying a different genre of music you always wanted to try. Whatever it is, always take the time to stop and praise your own work, because out of all opinions, your opinion matters most in regard to your music. So, sometimes practicing means relaxing, allowing yourself to have fun, and rewarding your progress! Now, don’t get me wrong I am a strong believer of “Practice makes Perfect,” and I know that sometimes it does take countless hours of hard work to be successful. But every minute of practice should be spent loving the art, and the reward of practicing should strengthen the desire to learn more! Victoria teaches singing lessons to students of all ages in Burbank, CA. Her specialties include opera, classical, musical theater and pop. She joined the TakeLessons team in August 2012. Learn more about Victoria, or visit TakeLessons to search for a teacher near you! Photo by racingthesun.

Tutor Pace-Triangle

Tutor Pace-Triangle On a plane figure when three lines intersect each other at their last end is called a triangle. The end place where lines intersect to other lines, makes a corner. These corners makes an angle. In a triangle there are only three corners and three angles. The sum of all the three angles in a triangle is 180. There are 3 types of triangles: 1) Acute angled triangle All the angles in a acute angled triangle are 90. 2) Right angled triangle One of the angles in a right angled triangle is 90 3) Obtuse angled triangle One of the angles in an obtuse angled triangle is 90 Example 1: Two angles of a triangle measures 59 and 85. Find the remaining angle? Answer: Sum of all the angles in a triangle is 180. 59 + 85 + x = 180 144 + x = 180 x = 36 Hence the third angle is 36. Example 2: The three angles of a triangle measure (3x) , (4x 8) , (3x 2) . Find x and all the three angles. Answer: 3x + 4x 8 + 3x 2 = 180 10x 10 = 180 10x = 190 x = 19 First angle = 3x = 3(19) = 57 Second angle = 4x 8 = 4(19) 8 = 76 8 = 68 Third angle = 3x 2 = 3(19) 2 = 57 2 = 55

Billingsville Family Night - Heart Math Tutoring

Billingsville Family Night - Heart Math Tutoring Billingsville Family Night Billingsville Family Night January 15, 2016 Watch this third grader  show what she knows at family night. She has learned  the parts of 10, and shes ready to quiz her tutor! Combinations to 10 is the title of Heart’s third  concept notebook. It is considered the linchpin within the curriculum, as so many higher level skills depend on the ability to compose and decompose numbers up to 10. The student shown in this video now knows all the ways that 10 can be broken into two parts, as demonstrated by naming the missing piece in this hiding game. In this video, she quizzes her tutor with this same game. We love to see her feeling confident enough to turn the tables and act as the tutor!