solve
-v/2 < 9.5
To solve the inequality, we can multiply both sides by -2 to get rid of the negative sign:
(-2)(-v/2) > (-2)(9.5)
This simplifies to:
v > -19
Therefore, the solution to the inequality is v > -19.
To solve the inequality -v/2 < 9.5, we need to isolate the variable v.
1. Start by multiplying both sides of the inequality by -2 (the reciprocal of -1/2). Remember that when you multiply or divide an inequality by a negative number, you need to change the direction of the inequality sign.
(-v/2) * (-2) > 9.5 * (-2)
This simplifies to:
v > -19
So the solution to the inequality -v/2 < 9.5 is v > -19.
To solve the inequality -v/2 < 9.5, we can begin by multiplying both sides of the inequality by -2. However, since we are multiplying by a negative number, the direction of the inequality will flip, meaning that we need to reverse the inequality symbol.
So, multiplying both sides by -2 gives us:
-v/2 * -2 > 9.5 * -2
Simplifying, we get:
v > -19
Therefore, the solution to the inequality -v/2 < 9.5 is v > -19.