To solve the equation \( 45x - 5 = 14 \), let's go step by step and fill in the blanks.
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Start with the equation: \[ 45x - 5 = 14 \]
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Add 5 to both sides of the equation: \[ 45x = 14 + 5 \] \[ 45x = 19 \]
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Now, divide both sides of the equation by 45: \[ x = \frac{19}{45} \]
Putting these into the blanks provided:
- \( 45x = \) 19
- \( x = \) \(\frac{19}{45}\)
So, the completed solution is:
- For \( 45x \), enter 19.
- For \( x \), enter \(\frac{19}{45}\).