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ruslelena
3 months ago
9

give me 3 pictures showing the application of the sum and the product of the roots of quadratic equations in real life . describ

e to me how quadratic are illustrated in the pictures you gave to me

Mathematics
2 answers:
AnnZ [12.3K]3 months ago
8 0

Three images are attached, showcasing real-life applications of the sum and product of the roots of quadratic equations.

Further explanation

A quadratic equation is characterized by the form where x is the unknown, and a, b, and c are constants with a ≠ 0. If a = 0, it becomes a linear equation without a quadratic term.

Attached are three images illustrating the practical application of the sum and product of the roots of quadratic equations.

The first image highlights a basketball athlete executing a shot. Quadratics are reflected in such images because skilled basketball players, like Stephen Curry, are able to achieve consistent shot trajectories based on the factors contained in the quadratic formula.

The second image relates to a bridge's structure, which is designed using principles of quadratic equations. Basic concepts are integrated into bridge design, with beam or truss structures comprising evenly spaced supports throughout the span. Arch bridges, conversely, distribute forces uniformly along their entire length.

The third image features a soccer player's kick, illustrating how quadratics come into play in determining the flight time of a soccer ball elevated into the air.

Learn more

  1. Explore further about the sum and product
  2. Learn about the roots of quadratic equations
  3. Discover more about quadratic equations

Answer details

Grade: 9

Subject: mathematics

Chapter: applications of the sum and product of quadratic roots

Keywords: sum and product, roots of quadratic equations, quadratic equations, real life, images

babunello [11.8K]3 months ago
4 0

Quadratic equations find their application in various real-world scenarios such as: sports, bridges, projectile motion, the curvature of bananas, and so on.

Here are three images representing real-world instances of quadratics:

Example 1: A cyclist travels along a parabolic trajectory to leap over obstacles.

Example 2: A person throws a basketball towards the hoop, moving in a gently upward path described by a quadratic curve.

Example 3: A football player kicks the ball upward, which follows a quadratic path as it travels a distance.

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2 months ago
There is a mound of g pounds of gravel in a quarry. Throughout the day, 400 pounds of gravel are added to the mound. Two orders
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Question is Incomplete; Complete question is given below;

A pile of g pounds of gravel exists in a quarry. During the day, 400 pounds of gravel is added to the pile. Two orders of 900 pounds are removed, resulting in the mound holding 1,500 pounds of gravel by day's end. Formulate the equation that accurately illustrates this scenario.

Answer:

The equation that best represents the situation is g+400-1800=1300.

Step-by-step explanation:

Given:

Initial gravel amount = 'g'.

Currently Given:

Throughout the day, 400 pounds of gravel is added to the pile.

Thus we can conclude;

Gravel amount after addition = g+400

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Two orders of 900 pounds are sold and the gravel is taken from the pile.

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3 0
2 months ago
PLEASE HELP ASAP!! 180x=2(30÷3)+17-5•11+2÷1 = ?
Inessa [12570]

Answer:

x = -4/45

Step-by-step breakdown:

180x=2(30÷3)+17-5•11+2÷1

We first need to simplify the right side.  The initial step involves the parentheses

180x=2(10)+17-5•11+2÷1

Next, we multiply and divide, proceeding from left to right after the equals sign.

180x=20+17-5•11+2÷1

180x=20+17-55+2÷1

180x=20+17-55+2

Next, we add and subtract, moving from left to right in relation to the equals sign.

180x=37-55+2

180x =-18+2

180x = -16

Then divide each side by 180

180x/180 = -16/180

x = -4/45


4 0
2 months ago
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