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Geometry

Geometry = Math of Euclid. Geometry is the Branch of math known for shapes (polygons), 3D figures, undefined terms, theorems, axioms, explanation of the universe, and pi.

176,573 Questions

What does right isosceles mean?

An isosceles triangle is a triangle that has two sides of equal length. A right triangle has an interior angle of 90 degrees. A right isosceles triangle has both characteristics. The 90 degree angle will be the angle formed by the sides of equal length.

What triangle has one right angle and two sides the same length?

An isoceles triangle has two angles that are the same length with the third being different. It can be a right angle or another angle. or it's also called a Right Isosceles triangle.

What is the formula to find the length of a right angle triangle?

For right-angled triangles ONLY, use Pythagoras.

Ther Pythagorean Equation. is

h^(2) = side(1)^(2) + side(2) ^(2).

'h' is the hypotenuse. It is the longest side, and ALWAYS opposite the right angle.

How do you find the angle of a right triangle with the length of two legs?

Use Trigonometry.

Sine(Angle) = opposite/ hypotenuse => angle = Sin^(-1)[opposite/hypotenuse[

Cosine(angle) = adjacent /hypotenuse => angle = Cos^(-1)[adjacent/hypotenuse]

Tangent(angle) = opposite/adjacent => angle = Tan^(-1)[opposite/adjacent].

These trig. functions are often reduced to SOH,CAH,TOA.

Depending on your calculator the inverse buttons can be

Sin^(-1) or ArcSin

Cos^9-1) = ArcCos

Tan^(-1) = ArcTan

For example. The side lengths are 5,12,13

Hence

Sin(angle) = opposite/hypotenuse = 5/13

Angle = Sin^(-1) [ 5/13]

Angle = 22.61986495.... degrees.

or

Angle ~ 22.6 ( 1.d.p.).

Simillarly for the other angles, but make sure you use the correct Trig. Function.

A right triangle has a leg length of 48 in and hypotenuse of 80 in What is the length of the other leg?

Use Pythagoras.

h^(2) = a^(2) + b^(2)

b^(2) = h^(2) - a^(2)

Factor

h^(2) = (h - a)(h + a)

Substitute

b^(2) = (80 ins - 48 inches)(80 ins)( + 48 ins)

b^(2) = (32ins)(128 ins)

b^(2) = 4096 sq. ins

b = sqrt(4096 sq. ins)

b = 64 ins. THe Answer.

NB

For right angled triangles , use Pythagoras

NNB The algebraic rearrangement CAN be factored. From your algebra learning . Two squared terms with a positive (+) between them CANNOT be factored. However, Two squared terms with a negative(-) between them CAN be factored.

NNNB Do NOT forget to 'square root' both sides at the very end.

In a right angled triangle the two sides that form the right angle are both 5 inches calculate the length of the other side the hypotenuse?

Use Pythagoras.

h^(2) = a^(2) + a^(2)

Hence

h^(2) = 2a^(2)

Since 'a' = 5 inches ; substitute.

Hence

h^(2) = 2(5inches)^(2)

h^(2) = 2(25 sq. inches)

h^(2) = 50sq.inches

h = sqrt(50 sq. ins)

h = 7.071067812... inches.

h ~ 7.1 inches.

Determine whicComplete the following sentence Triangles are congruent if they have the same h postulate or theorem can be used to prove that REM DME?

Triangles are congruent if they have the same height and base length, which can be established using the Side-Angle-Side (SAS) postulate or the Angle-Side-Angle (ASA) theorem. In the case of triangles REM and DME, if they share a common side and the angles adjacent to that side are equal, then the triangles can be proven congruent.

How much does it cost to construct a metallurgical plant?

The cost of constructing a metallurgical plant can vary widely depending on factors such as location, scale, technology, and specific processes involved. Generally, costs can range from tens of millions to several billion dollars. For instance, a small to medium-sized plant might cost between $100 million and $500 million, while larger, more advanced facilities can exceed $1 billion. Additionally, fluctuations in raw material prices, labor costs, and regulatory requirements can further influence the overall investment.

All parallelograms are rectangles Always, Sometimes, or Never?

Never, honey. Just because a parallelogram has those fancy opposite sides that are parallel, doesn't mean it automatically becomes a rectangle. Rectangles have those nice right angles, while parallelograms can be all slanted and sassy. So, keep those shapes in check, darling.

What would happen if a downward angle of a wing were too great?

If the downward angle of a wing, known as angle of attack, is too great, it can lead to a condition called stall. In this situation, airflow over the wing becomes turbulent, significantly reducing lift and increasing drag. The aircraft may lose altitude rapidly and become difficult to control, potentially leading to a crash if not corrected. Pilots must carefully manage the angle of attack to maintain safe flight conditions.

What are the two methods of intersection on a map?

The two common methods of intersection on a map are the point intersection and line intersection methods. Point intersection involves identifying the exact coordinates where two or more features meet, while line intersection focuses on the overlapping or crossing of linear features, such as roads or rivers. Both methods are essential for accurately analyzing spatial relationships and determining locations on maps.

People or things that can prove one sides version of what happened is?

Evidence can come from various sources, including eyewitnesses, documents, recordings, and physical artifacts. These elements can support one side's narrative by providing corroborative details or firsthand accounts. Expert testimonies and forensic analysis can also play a crucial role in validating claims and establishing credibility. Ultimately, the strength and reliability of the evidence are key in determining which version is more persuasive.

What are the key points?

To provide a clear answer, I need to know the specific topic or subject for which you want the key points. Please specify, and I can summarize it effectively!

What is the difference between a figure and an image?

A figure can be any shape, drawing or representation in a visual format. An image however is a picture. By example, if you draw a rectangle or circle or a silhoutte of someone - these will be figures, but if you take a picture of a scenery, it won't be a figure. It will be an image.

How do you find corresponding side lengths in a triangle?

To find corresponding side lengths in a triangle, you first need to establish a relationship between two triangles, which can be through similarity or congruence. If the triangles are similar, you can use the ratios of their corresponding sides, typically derived from their angles, to set up a proportion. For congruent triangles, corresponding sides are equal in length. Labeling the triangles clearly can help identify which sides correspond to one another.

How many congruent angles are created when a transversal intersects a pair of parallel lines?

When a transversal intersects a pair of parallel lines, it creates eight angles in total. Out of these, there are four pairs of congruent angles: corresponding angles, alternate interior angles, and alternate exterior angles. Thus, in total, there are eight congruent angles formed by the intersection.

How many sides and angles does a hendecagon have?

A hendecagon has 11 sides and 11 angles. It is a type of polygon that can be regular, meaning all sides and angles are equal, or irregular, with varying side lengths and angle measures. The sum of the interior angles of a hendecagon is 1,440 degrees.

Is gd (Geometry Dash) good?

Yeah I would buy it and give it a try. But probably buy the full version not GD lite

How do you figure 4.6yards?

To figure out 4.6 yards, you can convert it to different units if needed. For example, to convert to feet, multiply by 3 (since there are 3 feet in a yard), resulting in 13.8 feet. If you need to express 4.6 yards in inches, multiply by 36 (since there are 36 inches in a yard), giving you 165.6 inches.

How do you find the missing numerator to make a statement true?

To find the missing numerator in a fraction equation, first, set up the equation based on the relationship between the fractions. Cross-multiply if you're dealing with an equation involving two fractions, which will give you an equation to solve for the missing numerator. Then, isolate the variable and solve for its value. Finally, verify your solution by substituting it back into the original equation to ensure both sides are equal.

Do projectiles always move in a straight line?

Projectiles do not always move in a straight line; their paths are typically parabolic due to the influence of gravity. While they may initially follow a straight trajectory when launched, gravity causes them to curve downward as they travel through the air. Additionally, other factors like air resistance and wind can further alter their paths. Thus, while the initial motion may appear linear, the overall trajectory is generally curved.

Why did the ancient Egyptians use geometry?

The ancient Egyptians used geometry primarily for practical purposes related to land surveying, construction, and architecture. After annual floods of the Nile River, they needed to reestablish property boundaries, which required measuring and dividing land accurately. Geometry was also essential for the design and construction of monumental structures like pyramids and temples, ensuring proper alignment and proportions. Additionally, it played a role in their astronomical observations and religious practices, reflecting their advanced understanding of mathematical principles.

What is a rectangular boundary between your shape and the rest of the document?

A rectangular boundary between a shape and the rest of the document is a defined area that encloses the shape, typically serving as a visual or spatial separation. This boundary can help to highlight the shape, create a clear distinction between different elements, and improve the overall layout of the document. It ensures that the shape is easily identifiable and does not interfere with surrounding content.

What do you call a shape of 12 sides in kannada?

A shape with 12 sides is called a "ಡೆಕಾಗಾನ್" (Dekagon) in Kannada.

Does a secant line always contain a chord?

Yes, a secant line always contains a chord. A secant line intersects a curve at two distinct points, and the line segment connecting these two points is defined as a chord of the curve. Therefore, by definition, any secant line will have a corresponding chord on the curve it intersects.