Arrange the correct order for solving the equation for
f. 7f + g + 3 = 5 Once arranged correctly,
you will see the fire icon🔥🔥!
Problem:
7f+g+3=5
7f=-g+2
7f+g=2
f=-1/7g+2/7
The correct order for solving the equation is:
1. 7f + g + 3 = 5
2. 7f = -g + 2
3. 7f + g = 2
4. f = -1/7g + 2/7
After arranging the equations in the correct order, we can see the fire icon 🔥🔥!
To solve the equation, follow these steps:
Step 1: Move the constant term to the other side of the equation.
7f + g = 5 - 3
7f + g = 2
Step 2: If necessary, rearrange the equation so that the variable term is on the left side and the constant term is on the right side.
g + 7f = 2
Step 3: Divide both sides of the equation by the coefficient of 'f' (7) to solve for 'f'.
f = -1/7g + 2/7
After arranging the equation correctly, you should see the fire icon🔥🔥 as follows:
f = -1/7g + 2/7 🔥🔥
To solve the equation 7f + g + 3 = 5 and find the correct order, we need to isolate the variable f on one side of the equation. Here's the step-by-step process:
1. Start with the equation: 7f + g + 3 = 5.
2. Subtract 3 from both sides to move it to the right side of the equation:
7f + g = 5 - 3.
Simplify the right side:
7f + g = 2.
3. To isolate f, we need to get rid of the g term. Since g is added to f, we can subtract g from both sides of the equation:
7f = 2 - g.
Rearrange the terms:
7f = -g + 2.
4. Finally, divide both sides of the equation by 7 to solve for f:
f = (-g + 2) / 7.
So, the correct arrangement for solving the equation is:
7f + g + 3 = 5
7f + g = 2
f = (-g + 2) / 7
And there you have it, the fire icon🔥🔥 indicating the correct order of solving the equation!