The value of 'x' for the two given complementary angles is 6.5⁰.
<h3>Explain the term complementary angles?</h3>
- Complementary angles are those whose combined angle is exactly 90 degrees.
- 30 degrees with 60 degrees, for instance, are complimentary angles.
To resolve this issue, we must understand complimentary views.
The angle that can create another angle has to have a value of 90⁰ and is known as the complimentary angle. One way to spell it is as
A + B = 90⁰
In which the corresponding angles A and B are.
The parameters are as follows, based on the question above:
A = 32⁰
B = (12x - 20)⁰
We may determine the x value by inserting the provided inputs.
A + B = 90⁰
32⁰ + (12x - 20)⁰ = 90⁰
12x = 90 - 32 + 20
12x = 78
x = 6.5⁰
Thus, the value of 'x' for the two given complementary angles is 6.5⁰.
To know more about the complementary angles, here
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I believe you are referring to this equation: (9u-11)/2 = (19u +11)/3. To solve this step-by-step, first, multiply each side by 6 which is the least common denominator of 2 and 3. This then results to: 27u - 33 = 38u + 22. Second, combine like terms on one side such that: 11u = -55. Finally, the value for u is calculated to be -5.
Because they are in alphabetical order
The answer is associative property
