Owusu and Yaw were to share 65 oranges so that Owusu has 7 oranges less than Yaw. What would be Yaw's share?

The total number of oranges is 65:

$$O + Y = 65 \quad (1)$$

Owusu has 7 oranges less than Yaw:

$$O = Y - 7 \quad (2)$$

Substitute $O = Y - 7$ into $O + Y = 65$:

$$(Y - 7) + Y = 65$$

$$2Y - 7 = 65$$

Add 7 to both sides:

$$2Y = 65 + 7$$ $$2Y = 72$$

Divide by 2:

$$Y = \frac{72}{2}$$ $$Y = 36$$

Yaw's share is 36 oranges.

The correct option is 36 oranges.

The final answer is $\text{36 oranges}$.