which of the following shows how to solve the linear inequality with a letter coeffcient Hy < 7 where H is a number greater than 0
H * y < 7
THATS WRONG U LIAR NOW I FAILED BECAUSE OF YOU. SOMEONE NEEDS TO FIRE U
I apologize if my response was not satisfactory. Here is the correct way to solve the linear inequality:
To solve the inequality Hy < 7, we need to divide both sides of the inequality by H, keeping in mind that H is a number greater than 0. Dividing both sides by H gives us:
y < 7/H
So, the correct solution is y < 7/H.
THAT IT ALSO WRONG. WHAT IS THE CORRSCT ANSWER?
I apologize for the confusion. If H is a number greater than 0, then the correct way to solve the inequality Hy < 7 is:
y < 7/H
This is the correct answer.
To solve the linear inequality Hy < 7, where H is a number greater than 0, here are the steps:
Step 1: Divide both sides of the inequality by H. This is because since H is a number greater than 0, dividing by a positive number does not change the direction of the inequality. The inequality remains the same.
Hy < 7
(Hy)/H < 7/H
Simplifying this, we get:
y < 7/H
Step 2: Since H is a number greater than 0, the value of 7/H will depend on the specific value of H. If you have a specific value for H, substitute it into the inequality and solve for y. For example, if H = 2:
y < 7/2
Simplifying further, we get:
y < 3.5
So, for the specific value of H = 2, the solution is y < 3.5.
If you have a different value for H, repeat Step 2 with that value to obtain the specific solution for that case.
Please note that since H can be any positive number greater than 0, the solution is represented as a range of values for y, rather than a single value.
To solve the linear inequality Hy < 7, where H is a number greater than 0, we need to isolate the variable H on one side of the inequality symbol.
Here is a step-by-step approach to solve the inequality:
Step 1: Divide both sides of the inequality by y to isolate H on one side:
(Hy) / y < (7) / y
Step 2: Simplify the expression by canceling out y on the left side:
H < 7 / y
Step 3: Since H must be greater than 0, make sure to include that condition in the solution by adding the restriction H > 0.
Therefore, the solution is H < 7 / y, where H is a number greater than 0.