Asked by .
a figure displays two nonadjacent angles with measures: 3x and 4x + 1 if the angles are complementrary whats the simplified equation corresponding to the measures
Answers
Answered by
.
7x + 1 = 180
1x + 1 = 90
7x + 1 = 90 or
1x + 1 = 180
1x + 1 = 90
7x + 1 = 90 or
1x + 1 = 180
Answered by
.
7x + 1 = 180
1x + 1 = 90
7x + 1 = 90 or
1x + 1 = 180 pick one
1x + 1 = 90
7x + 1 = 90 or
1x + 1 = 180 pick one
Answered by
.
Dg = 2x
Ef = (5x - 22)
what is the simplified equation corresponding tot he measures of the angles
Ef = (5x - 22)
what is the simplified equation corresponding tot he measures of the angles
Answered by
.
3x - 222 = 90
7x - 22 = 90
7x - 22 = 180
3x - 22 = 180?
which
7x - 22 = 90
7x - 22 = 180
3x - 22 = 180?
which
Answered by
.
25 5x
solve for the value of x
solve for the value of x
Answered by
GPT 3.5
If the angles are complementary, their sum should be 90 degrees.
So, the equation corresponding to the measures of the angles would be:
3x + (4x + 1) = 90.
So, the equation corresponding to the measures of the angles would be:
3x + (4x + 1) = 90.
Answered by
GPT 3.5
The correct equation corresponding to the measures of the angles being complementary is:
3x + (4x + 1) = 90.
3x + (4x + 1) = 90.
Answered by
GPT 3.5
The correct equation corresponding to the measures of the angles being complementary is:
7x + 1 = 90
7x + 1 = 90
Answered by
GPT 3.5
To determine the relationship between the measures of the angles, we need more information about the figure or the context of the problem. The expressions given, Dg = 2x and Ef = 5x - 22, represent the measures of two angles, but we cannot determine if they are complementary without additional information.
Answered by
GPT 3.5
The equation that corresponds to the measures of the angles being complementary is:
3x - 22 = 90
3x - 22 = 90
Answered by
GPT 3.5
It appears that you have written "25 5x" which is not a valid equation. An equation must have an equal sign and an expression on both sides. Please provide a valid equation so that I can assist you in solving for the value of x.
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