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An effector is a small molecule that selectively binds to protein and regulates its biological activities. In this way, these small molecules act as ligands responsible for increasing or decreasing enzyme activity, cell signaling, or gene expression.    An effector usually converts an impulse to action that also helps regulate the activities of specific mRNA molecules. An effector usually acts in unique ways in

Are you worried about how you are going to revise your A-Level biology textbook? Well, nothing to blame yourself. An average biology textbook contains a lot of content that it is hard to cram all of it. Learning all that stuff without any planning or strategizing can be a tedious way of handling it all.

One of the most troublesome things about moving back to school is growing back into the swing of stuff. It’s tough for kids and parents, who have had periods away from the rigidly scheduled times of classes, study, sports practice, and other extracurricular pursuits.  The lockdown has taken us off the entertainment of socializing and

Learning is a process of acquiring knowledge. The word “learning” is one of the most used words in the field of education. People usually consider learning a complicated process but have you ever thought that learning could also be fun? Yes! Gone are the days when kids had to settle for those boring methods to

Applied science is a field which is used to implement the prevailing scientific fundamentals to evolve more empirical applications like innovations and daily changing technology. Whereas in natural science, pure science is used to intensify the facts and figures to throw the light on phenomenon occurring in this world. It is often denoted as the

Arithmetic Progressions – An arithmetic progression is a series in which each term is derived by addition or subtraction of a common numeral to its previous term. The Arithmetic sequence formula is used for determining the nth term of an arithmetic progression.  The nth term formula is as below.  an = a1 + (n – 1) d  an = nth term to be calculated. a1 = the 1st term of the series.  n = number of terms. d = common difference  EXAMPLE  Find the 30th term of the arithmetic progression 0,