MathStudio automatically interprets a list of lists as matrix when each list is of the same size. For example, an input of a={1,2,4,9} is interpreted as a list with four objects, where for example . A matrix can be formed … Continue reading →
In MathStudio, there are a few key functions for working with complex numbers. First, to obtain the imaginary number , one can either use , click the “i” symbol on the button pad (you have to click the box with … Continue reading →
In MathStudio, these functions are known as Limit, D, and Integrate. Here are some examples. Limit(1/x,x,1) Limit((x^2-9)/(x-3),x,3) Limit(1/x,x,1,1) Limit(atan(x),x,Infinity) D(x^2) D((x+1)^2/(x-1)^2,x) D(x^4,x,3) D(sin(x),x,2) D(log(x)) D(sin(t^2*x),t) D(x*sin(y)+y*cos(x),x) Integrate(x^2+6,x) Integrate(sin(x)) Integrate(x*cos(x^2),x) Integrate(x*exp(x),x,0,1) Integrate(1/sqrt(1-x^2),x,0,1) Integrate(exp(sqrt(x)),x,u=sqrt(x)) Integrate(sin(x),x,a,b)
To obtain the sine, cosine, and tangent functions in MathStudio, one uses the standard mathematical notations of sin(x), cos(x), tan(x). To obtain the inverse functions, or the arc -sine, -cosine, -tangent, one simply places an “a” in front, i.e., asin(x), … Continue reading →