To solve the equation 5x^3=−135 , you would first use the inverse operation of by to get the equation x^3=−27 . You would then use the inverse operation of x^3 , which is taking the of both sides. That leaves us solution(s) for x. The solution(s): x =
-3
To solve the equation 5x^3=−135 , you would first use the inverse operation of ? by ? to get the equation x^3=−27 . You would then use the inverse operation of x^3 , which is taking the ? of both sides. That leaves us ? solution(s) for x. The solution(s): x = ?
To solve the equation 5x^3 = -135, you would first use the inverse operation of multiplying by 5 by dividing by 5 to get the equation x^3 = -27. You would then use the inverse operation of x^3, which is taking the cube root of both sides. That leaves us with the solution for x.
The solution(s): x = -3
how many solutions does that leave us with? 1, 2, or 3?
The solution for x in the equation x^3 = -27 is x = -3. This equation has one real solution.
Put the steps in order for solving the equation: x^2 + 4 = 53
Step 1: ?
Step 2: ?
Step 3: ?
answer options: take the square root of both sides, divide by 4 on both sides, divide by 2 on both sides, subtract 4 from both sides, simplify - you get two rational Solutions, add 4 to both sides, simplify - you get two irrational Solutions.
Step 1: Subtract 4 from both sides
Step 2: Take the square root of both sides
Step 3: Simplify - you get two rational solutions