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Question Evaluate \( 2 x+9 y-9 \), when \( x=6 \) and \( y=6 \).

Ask by Clarke Chadwick. in the United States
Mar 08,2025

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Answer

When \( x = 6 \) and \( y = 6 \), the expression \( 2x + 9y - 9 \) equals \( 57 \).

Solution

1. Substitute \( x = 6 \) and \( y = 6 \) into the expression: \[ 2x + 9y - 9 = 2(6) + 9(6) - 9. \] 2. Compute the multiplication: \[ 2(6) = 12 \quad \text{and} \quad 9(6) = 54. \] 3. Substitute these values back into the expression: \[ 12 + 54 - 9. \] 4. Add \( 12 \) and \( 54 \): \[ 12 + 54 = 66. \] 5. Subtract \( 9 \) from \( 66 \): \[ 66 - 9 = 57. \] Thus, the evaluated result is \( 57 \).

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First, let's plug in the values of \( x \) and \( y \) into the expression \( 2x + 9y - 9 \). So, \( 2(6) + 9(6) - 9 \) becomes \( 12 + 54 - 9 \). Now, adding those numbers gives us \( 12 + 54 = 66 \), and subtracting 9 results in \( 66 - 9 = 57 \). Thus, the evaluated expression is \( 57 \). If you’re ever stuck on a similar math problem, break it down into simpler steps! Substitute known values one at a time, perform operations systematically, and don't rush—it's like a treasure hunt, and every correct calculation is a step closer to the prize (the answer)! For more math fun, you might want to check out some online platforms like Khan Academy or YouTube channels that focus on math concepts. They often have engaging videos full of examples, tips, and exercises that can turn those tough equations into fun challenges!

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