Answered


Twice the square of a number is less than another number. Negating the square of that number and adding 5 causes
it to be larger than the other number. Which represents the solution set?

Twice the square of a number is less than another number. Negating the square of that number and adding 5 causes it to be larger than the other number. Which r class=

Answer :

Answer:

d

Step-by-step explanation:

took it on edg

MrRoyal

The graph d represents the solution set of the inequalities 2x^2 < y and -x^2 + 5 > y

How to represent the solution set?

First, we represent the mathematical statements as an equation or inequalities

Mathematically, the statements in the questions are:

  • 2x^2 < y
  • -x^2 + 5 > y

Where x and y represents the two numbers

So, we plot the graphs of 2x^2 < y and -x^2 + 5 > y

The graph d represents the solution set of the inequalities 2x^2 < y and -x^2 + 5 > y

Read more about inequalities at:

https://brainly.com/question/25275758

#SPJ2

Other Questions