The graph of the function y = -2log2(x+3) + 2 is a downward-sloping curve that approaches the x-axis as x approaches infinity and points are (-1,0) and (0 , -1.17)
What is an absolute value function?
In Mathematics and Geometry, an absolute value function is a type of function that contains an expression, which is placed within absolute value symbols.
In Mathematics, the vertex form of the equation for an absolute value function can be modeled by the following:
Points are (-1,0) and (0 , -1.17). These points were generated by evaluating y=-2\log_2(x+3)+2 at different values of x.
You can use these points to plot the graph of the function. Remember that the function is undefined for x < -3.
In conclusion, the graph of the function y = -2log2(x+3) + 2 is a downward-sloping curve that approaches the x-axis as x approaches infinity.
Complete question:
Use technology to find points and then graph the function y=-2\log_2(x+3)+2,y=−2log 2 (x+3)+2.