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Carter has p pennies and n nickels. He has no more than $1 worth of coins altogether. Write this situation as an inequality. Answer:

Carter has p p pennies and n n nickels. He has no more than $1 \$ 1 worth of coins altogether. Write this situation as an inequality.\newlineAnswer:

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Q. Carter has p p pennies and n n nickels. He has no more than $1 \$ 1 worth of coins altogether. Write this situation as an inequality.\newlineAnswer:
  1. Determine Coin Values: Determine the value of each type of coin in dollars.\newlineA penny is worth $0.01\$0.01, and a nickel is worth $0.05\$0.05.
  2. Express Total Value: Express the total value of the pennies and nickels in terms of pp and nn. The total value of pp pennies is $0.01p\$0.01p, and the total value of nn nickels is $0.05n\$0.05n.
  3. Combine Values: Combine the values of the pennies and nickels to form an expression for the total value of all coins.\newlineThe total value of all coins is $0.01p+$0.05n\$0.01p + \$0.05n.
  4. Write Inequality: Write the inequality that represents the situation where the total value does not exceed $1\$1. The inequality is 0.01p+0.05n≤10.01p + 0.05n \leq 1.

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