Free Homework Help

Our education staff publish regular articles, tips and tutorials to help students with their homework
Solution Set of an Inequality 150 150 SchoolTutoring Academy

Solution Set of an Inequality

A solution set is the set of values which satisfy a given inequality. It means, each and every value in the solution set will satisfy the inequality and no other value will satisfy the inequality. Example: Solve 2x + 3 ≤ 7, where x is a natural number. Solution: 2x + 3 ≤ 7 Subtracting…

read more
Algebra: Arithmetic Progression 150 150 SchoolTutoring Academy

Algebra: Arithmetic Progression

A sequence of numbers is said to be an arithmetic progression if the difference of any two successive terms in the sequence is always a constant. This constant difference is called “common difference” of the arithmetic progression. Usually, the first term and the common difference of the arithmetic sequence are denoted by a and d…

read more
Words That Express Comparison 150 150 Suzanne

Words That Express Comparison

To compare people, places or things (essentially, nouns) is to note distinctions based on similarities and/or differences between them relative to each other. The following are words commonly used to accomplish this, and that are often used interchangeably, and, more or less mistakenly. Farther vs. Further Farther refers to a comparative amount of literal distance,…

read more
Expanding Powers Through Binomial Theorem 150 150 SchoolTutoring Academy

Expanding Powers Through Binomial Theorem

Usually we will expand powers just by expanding it using normal multiplication or using the following formulae. (a+b)^2 = a^2 + 2ab + b^2 (a+b)^3 = a^3 + 3a^2b + 3ab^2 + b^3 Fine. We can use these formulae when the power is either 2 or 3. But, Is there any formula for the expansion…

read more
Sequences: Geometric Progression 150 150 SchoolTutoring Academy

Sequences: Geometric Progression

A sequence of numbers is said to be a geometric progression if the ratio of any two successive terms in the sequence is always a constant. This constant difference is called “common ratio” of the geometric progression. Usually, the first term and the common ratio of the geometric sequence are denoted by a and r…

read more
SchoolTutoring Academy Reviews Grammar – Affect/Effect and Assume/Presume 150 150 Suzanne

SchoolTutoring Academy Reviews Grammar – Affect/Effect and Assume/Presume

Effect vs. Affect Most people know what an effect is, but most do not know how to effectively use its very close lexical cousin, affect. The base grammatical rule is that when used as a noun (or adverb), the correct form is effect.  The boy’s speech in the lunchroom had a profound effect. When the…

read more
Solving Theorems: Mathematical Induction 150 150 SchoolTutoring Academy

Solving Theorems: Mathematical Induction

In Mathematics, we see many theorems which are true for all natural numbers. Sometimes, proving these theorems directly is not possible. For this purpose, we use a method of proof which is known as “Mathematical Induction”. The principal of Mathematical Induction is defined as follows. “Let S(n) be a certain statement involving n, where n…

read more
Test Anxiety – A Common Trick of the Brain 150 150 Suzanne

Test Anxiety – A Common Trick of the Brain

Test anxiety is a very common occurrence. It takes all forms and happens to people of all ages. It can occur before a high-stakes test, a simple pop quiz, or a presentation. It happens in academics, sports and any other competitive venture you can think of. Every time it happens – be it to a…

read more
SchoolTutoring Reviews Algebra – Numerical Relations 150 150 SchoolTutoring Academy

SchoolTutoring Reviews Algebra – Numerical Relations

Let A and B be two non-empty sets. Then the relation which is usually denoted by R from A to B is defined as the set of ordered pairs (in each of which the first element is from A and the second element is from B) satisfying a certain condition. The set of all first…

read more
Algebra: Types of Relations 150 150 SchoolTutoring Academy

Algebra: Types of Relations

A relation from a set A to set B  is nothing but a subset of the cartesian product of A and B which is denoted by AXB. The types of relations are nothing but their properties. There are different types of relations namely reflexive, symmetric, transitive and anti symmetric which are defined and explained as…

read more

Enter your
text here