either 5x+ 11 is positive, in which case 5x+ 11< 7, or 5x +11 is negative, in which case -(5x+ 11)> 7.Help need for the following:
1- Solve the inequality |5X+11| > 7 and write the solution set in interval form.
The equation of a circle with center at (a, b) and radius R is \(\displaystyle (x- a)^2+ (y- b)^2= R^2\) (I'll bet you knew that). And you probably also know that the center of a circle is the midpoint of every diameter.2- Find the equation of a circle whose diameter has endpoints (4, -1) and (-6, 7).
It helps to know that \(\displaystyle 1- x^3= (1- x)(1+ x+ x^2)\). Get common denominators and combine the fractions. If you can't cance 1- x from both numerator and denomiator, this limit will not exist.3- Evaluate the following limit: View attachment 3442
4- if View attachment 3443 and View attachment 3444, then find the composite functions f o g(x).
Please share your work with us .Help need for the following:
1- Solve the inequality |5X+11| > 7 and write the solution set in interval form.
2- Find the equation of a circle whose diameter has endpoints (4, -1) and (-6, 7).
3- Evaluate the following limit: View attachment 3442
4- if View attachment 3443 and View attachment 3444, then find the composite functions f o g(x).