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We require the most rigorous qualifications of Steger tutors, in addition to a background check. Only a tiny fraction of those candidates who apply ultimately make it through our demanding interview process. From this elite group, an expert director will help you find the best tutor to meet your individual needs – and we stand behind your satisfaction with our money-back guarantee.
Receive personally tailored lessons from exceptional tutors in a one-on-one setting. We help connect you with in-home and online tutoring that offers flexible scheduling and your choice of locations.
About Steger
Steger is a village located in the northeastern corner of Illinois, and is a suburb of Chicago, IL. It is a part of Cook County, and has a population of about 10,000. From the late 1800's to the early 1900's, the city was widely known for the company Steger and Sons, who produced extremely high quality pianos. By the 1920's, the town was known as the "piano capital of the world."
Currently, none of the school districts serving Steger include high schools. For residents of the town, the best High School in the area is Bloom Trail High School, which is located in Chicago Heights, IL, about three miles north. Hoping to further your education through private instruction? Tutors in Steger look forward to tutoring you for your course or test prep, either in-home or online. The top college in the area is none other than the University of Chicago, which is often considered to be one of the top five universities in the nation. In-home or online private tutoring in Steger, IL, for both subject instruction and test prep might help you get into the best schools.
CBS ranked us "Best Tutors in Chicago"! Contact us to hear why. We serve the entire metro area.
Recent Tutoring Session Reviews
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"We reviewed quiz problems that the student wanted to go over. We also started going over a review sheet that the student got to prepare for his midterm."
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"We completed homework Section 8A (Section 8-1, "Pythagorean Theorem" in book). Then we started Section 8B (Section 8-2, "Special Right Triangles" in book). The student is fast and does good work. I gave him strategies for doing proof of the Pythagorean Theorem. I need to repeat this for other proofs. He had an exam yesterday and results are not known. "
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"We talked about approximation methods for integrals. He had no problem with the calculations but needed some help understanding where the formulas came from. I was able to go over some derivations of said equations, and he had a better appreciation for the utility of the approximation methods."
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