Calculate y given that and .
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Calculate y given that and .
We are given the equation y=x
We are also given the value of x,
x=2
Therefore, we will insert the given value into the equation
y=2
And that's the solution!
Find a y when \( x=2 \)
\( y=5x \)
Since we're told that y = x and x = 2, we simply substitute: y equals whatever x equals. So y = 2!
No calculations needed! This is pure substitution. When you have y = x and know x = 2, just replace x with 2 to get y = 2.
Then you'd substitute x = 2 to get y = 2 + 1 = 3. The key is to replace every x with the given value.
Substitute both values back: if x = 2 and y = 2, does y = x? Yes! 2 = 2 is true, so our answer is correct.
Not really! This is evaluation - you're finding the value of one variable when another is given. No algebraic steps needed, just direct substitution.
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