LS 154. Find the measure of angle x. Identify the two angles that form the larger angle. 2 Write a subtraction equation. Subtract to find the measure of x. The measure of x
something is missing here, it makes no sense as it is. Is there a figure you didn't describe?
To find the measure of angle x, we first need to identify the two angles that form the larger angle.
Assuming angle x is formed by two other angles, let's call these angles a and b.
Now, we can write a subtraction equation to find the measure of x.
The subtraction equation is:
a - b = x
Subtracting the values of a and b will give us the measure of angle x.
To find the measure of angle x, we first need to identify the two angles that form the larger angle, which is LS 154 in this case. Once we have these two angles, we can set up a subtraction equation to find the measure of x.
Let's assume that the two angles that form the larger angle are a and b. Therefore, we can write the equation:
a + b = LS 154
Now, we need to subtract one of the angles from the larger angle. Let's say we choose to subtract angle a. The subtraction equation would be:
LS 154 - a = b
Finally, we can subtract the value of angle a from the larger angle, LS 154, to find the measure of angle x.
Measure of x = LS 154 - a
Please note that the values of angles a and b are not provided in the question, so you would need to have more information or measurements to find the specific measure of angle x.