Which term in the following inequality is a letter coefficient? Bx+72<12(1 point)
Responses
B
upper B
Bx
upper B x
72
72
x
B
To solve the linear inequality with a letter coefficient Hy < 7, where H is a number greater than 0, you can divide both sides of the inequality by H, as long as H is positive. This will isolate the variable y on one side of the inequality.
Dividing both sides of the inequality by H:
Hy/H < 7/H
This simplifies to:
y < 7/H
So the solution to the inequality is y is less than 7 divided by H.
Which of the following shows how to solve the linear inequality with a letter coefficient Hy<7, where H is a number greater than 0?
thank you
You're welcome! If you have any more questions, feel free to ask.
The term in the inequality that is a letter coefficient is Bx.
In the given inequality Bx + 72 < 12, the term "Bx" is a letter coefficient.
To determine the letter coefficient, we need to identify the term that includes both a letter (in this case, "x") and a coefficient (in this case, "B").
In this inequality, the term "Bx" includes the variable "x" and the coefficient "B." The coefficient refers to the numerical value that multiplies the letter (variable), giving the term its value.