To solve the equation 2(x-4)-2x=2x-10, follow these steps:
1. Distribute the 2 to the terms inside the parentheses:
2x - 8 - 2x = 2x - 10.
2. Simplify the equation by combining like terms on both sides of the equation:
(2x - 2x) - 8 = (2x - 2x) - 10.
-8 = -10.
3. Since -8 does not equal -10, this equation does not have a solution.
Therefore, the equation is inconsistent.
what are the step to solve this equation
2(x-4)-2x=2x-10
3 answers
how to solve
tom and jerry were at a state fair they each got a ticket for the merry go round tom go a funnel cake and jerry got a churro tomhad a certificate for $5 of the cost jerry paid the rest which came to $10 each merry go round ticket was $4 and a funnel cake was $2.25 what was the cost for churro
tom and jerry were at a state fair they each got a ticket for the merry go round tom go a funnel cake and jerry got a churro tomhad a certificate for $5 of the cost jerry paid the rest which came to $10 each merry go round ticket was $4 and a funnel cake was $2.25 what was the cost for churro
Let's denote the cost of the churro as 'c'.
The cost of one merry go round ticket is $4 and the cost of one funnel cake is $2.25.
According to the given information, Tom used a $5 certificate and paid the remaining amount for the merry go round and funnel cake, while Jerry paid the rest for both as well.
We can create the following equation to represent the situation:
4 + 2.25 - 5 + (c) = 10
First, simplify the equation by combining like terms:
6.25 + c - 5 = 10
Next, combine the constants on the left side of the equation:
1.25 + c = 10
Then, isolate the variable 'c' by subtracting 1.25 from both sides:
c = 10 - 1.25
Finally, calculate the result:
c = 8.75
Therefore, the cost of the churro is $8.75.
The cost of one merry go round ticket is $4 and the cost of one funnel cake is $2.25.
According to the given information, Tom used a $5 certificate and paid the remaining amount for the merry go round and funnel cake, while Jerry paid the rest for both as well.
We can create the following equation to represent the situation:
4 + 2.25 - 5 + (c) = 10
First, simplify the equation by combining like terms:
6.25 + c - 5 = 10
Next, combine the constants on the left side of the equation:
1.25 + c = 10
Then, isolate the variable 'c' by subtracting 1.25 from both sides:
c = 10 - 1.25
Finally, calculate the result:
c = 8.75
Therefore, the cost of the churro is $8.75.