sing the expression x + 3, write one equation that has one solution, one equation that has no solution, and one equation that has infinitely many solutions. Explain

An equation can either have: one solution, no solution, or infinitely many solutions. Some equations that can be derived from and their solution type are:

Given that:

Equation with one solution

For an equation to have one solution. then the equation is consistent and dependent.

For instance:

Collect like terms to solve for x

This means that is the only solution to .

Hence, has one solution

Equation with no solution

For an equation to have no solution. then both sides of the equation are not equal

For instance:

Collect like terms to solve for x

Because 0 is not equal to 3, then has no solution

Equation with infinitely many solutions

For an equation to have infinitely many solutions. then both sides of the equation must be the same thing

For instance:

Open the bracket

Collect like terms

Because both sides are the same (i.e. 0), then has infinitely many solutions

Read more about equation solutions at:

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 one solution  x + 3 = 5   x = 2   no other other value for x is possible

No solution:  (x + 3) = 2(x +3)  

Infinitely many solutions:  x+3 = 3 + x

Step-by-step explanation:

why (x + 3) = 2(x +3)  has no solution. Can you solve?

x+3=2x+6 -x=3 x=-3 substute -3 for x

(-3)+ 3)= 2[(-3) +3]

-3+3 = -6 +3

0 = -3 False!

x+3 = 3 + x  has infinitely many solutions. Substitute any number for x, and the equation is true   (5)+3=3+(5) 8=8 .  11111+3 =3+11111  11114=11114

how do heroes resolve conflicts in beowulf?

question 15 options:

they sue each other in court

they get a mediator

the seek counseling

they get even or take revenge

step-by-step explanation:

it is a secret for it not to be compromised sorry

step-by-step explanation: