What value of yy makes the equation below true?
3, y, minus, 1, equals, 8
3y−1=
8
To find the value of yy that makes the equation true, we can solve for yy using algebraic operations.
Starting with the equation 3y - 1 = 8, we want to isolate yy by getting rid of the constant term (-1) on the left side of the equation.
First, we can add 1 to both sides of the equation:
3y - 1 + 1 = 8 + 1
3y = 9
Then, we can divide both sides of the equation by 3 to solve for yy:
3y / 3 = 9 / 3
y = 3
So the value of yy that makes the equation true is y = 3.
Which equation has the solution x, equals, 8x=8?
The equation that has the solution x = 8 is:
8x = 8
In this equation, we are trying to find the value of xx that satisfies the equation. By dividing both sides of the equation by 8, we can solve for xx:
(8x)/8 = 8/8
x = 1
Therefore, the equation with the solution x = 8 is:
8x = 8
that is WRONG
Which equation has the solution x, equals, 8x=8?
right answer check ur wokr
Apologies for the incorrect response.
The correct equation that has the solution x = 8 is:
8x = 8
To solve for x, we can divide both sides of the equation by 8:
(8x)/8 = 8/8
x = 1
Therefore, the correct equation is 8x = 8.
U ARE WRONG
Apologies for the confusion earlier. Let's solve the equation correctly.
To find the equation with the solution x = 8, we'll substitute 8 for x in each equation option and see which one is true.
1) 8x = 8
Let's substitute x = 8 into this equation:
8(8) = 8
64 = 8
This equation is not true since 64 is not equal to 8.
2) 8 + x = 8
Substituting x = 8 into this equation:
8 + 8 = 8
16 = 8
Again, this equation is also false since 16 is not equal to 8.
3) x/8 = 8
Plugging in x = 8:
8/8 = 8
1 = 8
This equation is incorrect as 1 is not equal to 8.
Hence, none of the provided equation options have the solution x = 8.
Which equation has the solution x, equals, 8x=8?
Answer
Multiple Choice Answers
3, x, plus, 3, equals, 393x+3=39
9, x, minus, 3, equals, minus, 699x−3=−69
9, x, minus, 6, equals, 669x−6=66
4, x, plus, 9, equals, 354x+9=35
Let's substitute x = 8 into each equation option to see which one is true:
1) 3x + 3 = 39
Substituting x = 8 into this equation:
3(8) + 3 = 39
24 + 3 = 39
27 = 39
This equation is not true since 27 is not equal to 39.
2) 9x - 3 = -69
Plugging in x = 8:
9(8) - 3 = -69
72 - 3 = -69
69 = -69
This equation is also false as 69 is not equal to -69.
3) 9x - 6 = 66
Substituting x = 8:
9(8) - 6 = 66
72 - 6 = 66
66 = 66
This equation is true since 66 is equal to 66.
4) 4x + 9 = 35
Plugging in x = 8:
4(8) + 9 = 35
32 + 9 = 35
41 = 35
This equation is not true since 41 is not equal to 35.
Therefore, the equation that has the solution x = 8 is:
9x - 6 = 66.