The image shows a math worksheet with several problems. I'll provide a breakdown and solutions based on what's visible:

Visible Problems:

1. Subtraction Problem:

   • $8.995 - 4.132$

2. Fraction Problem:

   • The problem involves circles representing fractions. The fractions are not fully clear, but I'll try to interpret the visible part and provide a general approach.

3. Word Problem:

   • Paige made three times as many shots as someone else, and she made 27 shots. The question asks how many shots the other person made.

Solutions:

1. Subtraction Problem: $8.995 - 4.132 = 4.863$ The correct difference is 4.863.

2. Fraction Problem:

   • There is a visual representation involving shaded portions of circles. Without more clarity on the exact values, I'll assume this is a typical problem involving identifying or comparing fractions based on shaded areas.

   If more specifics are provided, I'd be happy to solve it accurately.

3. Word Problem:

   • Let the number of shots the other person made be $x$.
   • According to the problem, Paige made 3 times as many shots as this person: $3x = 27$ Solving for $x$: $x = \frac{27}{3} = 9$ The other person made 9 shots.

Additional Problems to Explore:

1. What is the total if you add $4.863$ to $4.132$?
2. Can you identify equivalent fractions for the circle representations?
3. If Paige had made 36 shots instead, how many shots would the other person have made?
4. If Paige made half the shots she actually made, what would be the new number of shots for her?
5. What would the answer to $9 \times 3$ be?

Tip:

When dealing with word problems, carefully identify relationships between the quantities mentioned to form the correct equations.