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Raise the sum of 9 and w to the 2nd power

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When William's character adds 9 to their magical power of 7 and raises the sum to the second power, the enchanting outcome is 256.

In the mystical world crafted by William, we visit a scene where a character with a magical power denoted by ww is about to perform a spell involving numbers. The enchanting formula requires the character to add 9 to their magical power ww, which is 7, and then raise this sum to the second power. To calculate the outcome, we follow these steps:

Add the magical power ww, which is 7, to 9: 7 + 9 = 16.

Raise the sum to the 2nd power: 162 = 256.

Therefore, the enchanting outcome of the spell, when the character utters the magical incantation, is 256, a number of great significance in their world of whimsy and wonder.

The probable question may be:

In a creative writing class, William is crafting a story where characters possess magical abilities tied to numbers. In one scene, a character raises the sum of 9 and their magical power represented by ww to the 2nd power. If the character's power, ww, is 7, what enchanting outcome does this produce?

Additional Information:

William's story unfolds in a whimsical land where numbers hold mystical significance. The character, possessing a magical power denoted by ww, discovers an ancient spell that involves raising the sum of 9 and their unique power to the 2nd power. In this particular scene, the character's power, ww, is 7. Encourage your imagination to envision the enchanting result when the character utters the magical incantation!

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