The Online Learning Process Tips for Students and Parents

The Online Learning Process Tips for Students and Parents 0SHARESShare Online tutoring is becoming more and more popular these days. However, students and parents need to be careful to maximize benefits of learning. Tutoring enhance child’s performance at school if their parents are successful finding out right tutoring services. Let us check out few tips for parents and their children taking online learning. Tips for Students taking Online Learning: Online learning might be a new experience for lots of students. Follow given tips to help students out developing online learning skills Stay motivated Prepare questions useful to learning prior taking online session Protect data and Information about your learning Develop time management strategy Make the most out of online forums and discussions Make connections with fellow students Tips for Parents whose child is taking Online Learning: Often parents assume that their role in online learning is completed once they find right tutor online for their child. Unlike conventional school learning, parents play a major role with an opportunity given by online tutoring to participate in their child’s tutoring experience. The results of online learning show improved performance of the children when they find the parents Remain Involved Be Proactive Be Responsible Make their child learn better time management Participate and Experience tutoring     Encourage their child pulling out apt resources from the internet Set goals for their child and work together achieving them There is no magical formula that gives success in online learning. It is all about using various techniques that can give rich learning experience for students and parents. Try Math tutor online as your first experience of online learning!   [starbox id=admin]

Dividing with Exponents

Dividing with Exponents Dividing with exponents involves simplification of exponents using the rule of exponents. Most of problems in mathematics deal with exponents. Simplification of exponents leads to solution easily. The most important rule on dividing the exponent is that while dividing the exponent with the same base we have to subtract the powers. The division of exponents is opposite to multiplication because we add the powers when we multiply the exponents with same base. The following examples clearly illustrate the division of expression with exponents. Example 1: Divide 7x^5 / x^-3 Solution: 7x^5 / x^-3 To simplify this use rule of exponents Divide the exponent having like bases; subtract the exponent of variable x in the denominator from the exponent of variable x in the numerator X^5 / x^-3 = x^5-(-3) = x^5+3 = x^8 And 7/1= 7 Therefore, 7x^5 / x^-3 = 7x^8 Example 2: Divide : 4x^3y^2z^-5 / 2x^7yz Solution: Use law of exponent to divide the like terms 4/2 = 2 x^3 / x^7 = x^3-7 = x^-4 y^2 / y = y^2-1 = y^1=y (note that y = y^1 ) Then z^-5 / z = z^-5-1 = z^ -6 Combine all the terms together, we get 2x^-4yz^-6 This is the required solution. Example 3: Divide 15a^3b^4a^2 / 3a^-1b^2 Solution: Notice that, numerator has 2 exponents with same base a^3 and a^2 Multiply the exponent first and then divide by the denominator So, a^3.a^2 / a^-1 = a^3+2 (-1) = a^6 15/3 = 5 b^4 / b^2 = b^4-2 = b^2 15a^3b^4a^2 / 3a^-1b^2 = 5 a^6 b^2.