Question

Сколько градусов содержит угол, если он состовляет 7\18 прямого угла?построить угол, обозначить его,записать его величину

Answer 1

90 - прямой угол. 90:18*7=35 градусов дальше построй его по транспартиру 

Answer 2

90 :18 * 7 = 35 
Ответ: 35 градусов

Answer 3

Calculation of the Angle

To find the measure of an angle that is 7/18 of a right angle, we need to determine the value of a right angle and then calculate 7/18 of that value.

A right angle is defined as 90 degrees. Therefore, we can calculate the measure of the given angle as follows:

Angle = (7/18) * 90 degrees

Let's calculate the value of the angle:

Angle = (7/18) * 90 degrees

Angle = (7 * 90) / 18

Angle = 630 / 18

Angle = 35 degrees

Therefore, the angle measures 35 degrees.

Construction and Notation of the Angle

To construct the angle with a measure of 35 degrees, we can use a protractor or a compass and ruler. Here's how you can construct the angle:

1. Start by drawing a straight line segment. 2. Place the center of the protractor or compass at one end of the line segment. 3. Rotate the protractor or compass to measure an angle of 35 degrees from the line segment. 4. Mark the point where the angle intersects the line segment. 5. Draw a line connecting the starting point and the marked point.

The resulting angle can be denoted as ∠ABC, where A is the starting point, B is the vertex of the angle, and C is the endpoint.

Value of the Angle

The angle we constructed has a measure of 35 degrees. Therefore, we can write the value of the angle as:

∠ABC = 35 degrees

Please note that the construction and notation of the angle may vary depending on the specific context or requirements.