Question Lydia has $$ n $$ nickels and $$ d $$ dimes. She has no more than Video $$ \$ 1 $$ worth of coins altogether. Write this situation as an inequality.

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To express the situation as an inequality, we need to consider the value of the coins Lydia has.

1. **Value of Nickels**: Each nickel is worth $$ 0.05 $$ dollars. Therefore, the total value of $$ n $$ nickels is:
   $$
   0.05n
   $$

2. **Value of Dimes**: Each dime is worth $$ 0.10 $$ dollars. Therefore, the total value of $$ d $$ dimes is:
   $$
   0.10d
   $$

3. **Total Value**: The total value of the coins Lydia has is the sum of the values of the nickels and dimes:
   $$
   0.05n + 0.10d
   $$

4. **Inequality Condition**: Lydia has no more than $$ 1 $$ dollar worth of coins. This can be expressed as:
   $$
   0.05n + 0.10d \leq 1
   $$

Thus, the inequality representing the situation is:
$$
0.05n + 0.10d \leq 1
$$
The inequality is $$ 0.05n + 0.10d \leq 1 $$.

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Lydia has nickels and dimes. She has no more than Video worth of coins altogether. Write this
situation as an inequality.

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Question Lydia has nickels and dimes. She has no more than Video worth of coins altogether. Write this situation as an inequality.