QuestionCreate 5 equations that add up to 8, such as $x_1 + x_2 + x_3 + x_4 + x_5 = 8$ .

Studdy Solution

STEP 1

Assumptions1. The equations are simple linear equations in one variable. . The sum of the solutions to each equation is equal to8.

STEP 2

Let's start by writing the first equation. A simple one could be $x =2$ The solution to this equation is2.

STEP 3

For the second equation, we can write $x =1$ The solution to this equation is1.

STEP 4

For the third equation, we can write $x =3$ The solution to this equation is3.

STEP 5

For the fourth equation, we can write $x =1$ The solution to this equation is1.

STEP 6

For the fifth and final equation, we can write $x =1$ The solution to this equation is1.

STEP 7

Now, let's add up the solutions to each of the five equations $2 +1 +3 +1 +1 =$ So, the sum of the solutions to the five equations is indeed.
The five equations are1. $x =2$
2. $x =1$
3. $x =3$
4. $x =1$
5. $x =1$

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QuestionCreate 5 equations that add up to 8, such as $x_1 + x_2 + x_3 + x_4 + x_5 = 8$ .

Studdy Solution

STEP 1

Assumptions1. The equations are simple linear equations in one variable. . The sum of the solutions to each equation is equal to8.

STEP 2

Let's start by writing the first equation. A simple one could be $x =2$ The solution to this equation is2.

STEP 3

For the second equation, we can write $x =1$ The solution to this equation is1.

STEP 4

For the third equation, we can write $x =3$ The solution to this equation is3.

STEP 5

For the fourth equation, we can write $x =1$ The solution to this equation is1.

STEP 6

For the fifth and final equation, we can write $x =1$ The solution to this equation is1.

STEP 7

Now, let's add up the solutions to each of the five equations $2 +1 +3 +1 +1 =$ So, the sum of the solutions to the five equations is indeed.
The five equations are1. $x =2$
2. $x =1$
3. $x =3$
4. $x =1$
5. $x =1$

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QuestionCreate 5 equations that add up to 8, such as x1+x2+x3+x4+x5=8x_1 + x_2 + x_3 + x_4 + x_5 = 8x1​+x2​+x3​+x4​+x5​=8.

Studdy Solution

STEP 1

Assumptions1. The equations are simple linear equations in one variable. . The sum of the solutions to each equation is equal to8.

STEP 2

Let's start by writing the first equation. A simple one could bex=2x =2x=2The solution to this equation is2.

STEP 3

For the second equation, we can writex=1x =1x=1The solution to this equation is1.

STEP 4

For the third equation, we can writex=3x =3x=3The solution to this equation is3.

STEP 5

For the fourth equation, we can writex=1x =1x=1The solution to this equation is1.

STEP 6

For the fifth and final equation, we can writex=1x =1x=1The solution to this equation is1.

STEP 7

Now, let's add up the solutions to each of the five equations2+1+3+1+1=2 +1 +3 +1 +1 =2+1+3+1+1=So, the sum of the solutions to the five equations is indeed.The five equations are1. x=2x =2x=22. x=1x =1x=13. x=3x =3x=34. x=1x =1x=15. x=1x =1x=1

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QuestionCreate 5 equations that add up to 8, such as $x_1 + x_2 + x_3 + x_4 + x_5 = 8$ .

Let's start by writing the first equation. A simple one could be $x =2$ The solution to this equation is2.

For the second equation, we can write $x =1$ The solution to this equation is1.

For the third equation, we can write $x =3$ The solution to this equation is3.

For the fourth equation, we can write $x =1$ The solution to this equation is1.

For the fifth and final equation, we can write $x =1$ The solution to this equation is1.

Now, let's add up the solutions to each of the five equations $2 +1 +3 +1 +1 =$ So, the sum of the solutions to the five equations is indeed.
The five equations are1. $x =2$
2. $x =1$
3. $x =3$
4. $x =1$
5. $x =1$