Cox Kelley
02/04/2023 · Primary School
4. Is point \( (90,68) \) on line \( J \) ? Explain how you know.
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Step-by-step Solution
To determine if the point \( (90, 68) \) is on line \( J \), we need to know the equation of line \( J \). If we have the equation of line \( J \), we can substitute \( x = 90 \) into the equation and see if the resulting \( y \) value equals \( 68 \).
For example, if the equation of line \( J \) is in the form \( y = mx + b \) (where \( m \) is the slope and \( b \) is the y-intercept), we would substitute \( 90 \) for \( x \) and calculate \( y \). If the calculated \( y \) equals \( 68 \), then the point \( (90, 68) \) is on line \( J \). If not, then it is not on the line.
If you provide the equation of line \( J \), I can help you determine if the point is on the line.
Quick Answer
To check if point \( (90, 68) \) is on line \( J \), substitute \( x = 90 \) into the equation of line \( J \) and see if \( y = 68 \).
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