Consider the equation StartFraction x over 5 EndFraction minus 2 = 11, where x represents the number of basketball players that

Answer: The triangles ΔABC and ΔFED are congruent by the SAS criterion

Step-by-step explanation:

Examining the provided diagram,

it is noted that Side AC is equal to Side DF at 3.2

and Side AB matches Side FE at 4 units

with Angle A equal to angle F at 72 degrees

As two sides and the angle between them are equal, triangle FED is congruent to triangle ABC by SAS (side-angle-side)

This allows for the following ratio

AB/FE = AC/DF

The HL specification refers to the hypotenuse leg. This does not apply, as these are not right triangles.

Answer:

The distance equals 816 km.

Step-by-step explanation:

5/6 multiplied by 4/1 equals 20/6.

Dividing 20/6 by 2 results in 3 1/3.

According to the triangle sum theorem, the total of all angles in a triangle must equal 180 degrees. Given that one angle measures 90 degrees, we can determine the other angles by calculating 180-90=90. The remaining two angles must sum to 90 degrees, precisely.

To address this question effectively, it's essential to clarify the characteristics of the given geometric terms.

A quadrilateral is defined as a four-sided figure.

Parallelograms are a subset of quadrilaterals characterized by having two pairs of parallel sides, with congruent opposite sides and angles. Instances of parallelograms include squares, rectangles, and rhombuses.

Trapezoids are also categorized under quadrilaterals but are distinguished by having only one pair of parallel sides.

In our investigation, we seek to determine whether there exists a four-sided shape without parallel sides. The included image presents an example of a quadrilateral that does not qualify as either a parallelogram or a trapezoid. Therefore, in accordance with the definitions of these polygons, the correct choice is B.

To understand the stacking of cups, start with the height of one cup plus its lip's height. Following that, continue to add the height of each lip until the desired total height is reached. Thus, the total number of cups needed is 19.