tentukan garis grafik dari x + y =6 x-y=-2​

Basically, what we are looking in this given question is to give examples of science that happens to us every day.

Boiling water

-> by simply boiling water, science happens. When the water starts to boil and reach its boiling point and when a boiling water start to go evaporation.

Taking a bath

-> when taking a bath, we use soap and shampoo, when we put soap and shampoo in our body, it undergoes changes and that where science happens

Making a juice

-> when making a juice, we have the juice powder as solute and water as solvent. When we mixed both together, science happens.

Answered by taskmasters | 2024-06-10

Following are examples of miracles of science in our daily life:
Specular image, or the act of viewing one's self in the mirror, is a normal part of science that we regularly use without much understanding about it. This is primarily a representation of light off a reflective surface, the form does not disseminate but is written on the cover for you to see. Though quantum mechanics may describe how an electromagnet works scientist certainly have no true understanding of why energized particles create magnetic fields when they are moved around.
The microwave oven is another form of the everyday thing that plainly uses science. The science after it is called electromagnetic energy. Primarily, it runs on a micro frequency that passes nearly harmlessly through plastics, glass, ceramics, etc to move the atoms in liquids and meats to a return point that cooks them. Of course, these microwaves also over animate metals thus why metal in the microwave is very bad.
Dispersion of light is also included.

Answered by saadhussain514 | 2024-06-11

Everyday life is full of examples of science, particularly chemistry. Cooking food, using soap, and breathing are three activities that highlight the presence of chemical reactions and processes. These examples show how integrated chemistry is in our daily routines.
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Answered by taskmasters | 2024-12-26

Jawaban: tentukan titik-titik untuk menggambar garis dari kedua persamaan linear ini: Persamaan 1: x + y = 6 - Mencari titik potong dengan sumbu x (y = 0):x + 0 = 6x = 6Titik potong dengan sumbu x: (6, 0)- Mencari titik potong dengan sumbu y (x = 0):0 + y = 6y = 6Titik potong dengan sumbu y: (0, 6)- Dengan dua titik ini, kita bisa menggambar garis lurus yang mewakili persamaan x + y = 6. Persamaan 2: x - y = -2 - Mencari titik potong dengan sumbu x (y = 0):x - 0 = -2x = -2Titik potong dengan sumbu x: (-2, 0)- Mencari titik potong dengan sumbu y (x = 0):0 - y = -2-y = -2y = 2Titik potong dengan sumbu y: (0, 2)- Dengan dua titik ini, kita bisa menggambar garis lurus yang mewakili persamaan x - y = -2. Cara Menggambar Grafik: 1. Buat sumbu koordinat: Gambarlah sumbu x (horizontal) dan sumbu y (vertikal) pada kertas grafik.2. Plot titik-titik:- Untuk persamaan x + y = 6, plot titik (6, 0) dan (0, 6).- Untuk persamaan x - y = -2, plot titik (-2, 0) dan (0, 2).3. Gambarkan garis:- Gunakan penggaris untuk menarik garis lurus yang melewati titik (6, 0) dan (0, 6). Perpanjang garis ini.- Gunakan penggaris untuk menarik garis lurus yang melewati titik (-2, 0) dan (0, 2). Perpanjang garis ini.4. Titik Perpotongan (Jika ada): Jika kedua garis berpotongan, titik perpotongan tersebut adalah solusi dari sistem persamaan linear ini. Kamu bisa melihat koordinat titik perpotongan tersebut pada grafik. Dengan mengikuti langkah-langkah ini, kamu akan mendapatkan grafik dari kedua persamaan linear tersebut.

Answered by ara1412 | 2025-08-21