Question

（the image shows a trapezoid with a base of 10 yd and a height of 9 yd. the problem is likely to calculate the area of this trapezoid, but the specific question text is not fully provided, only the image with the trapezoids dimensions.）

Explanation:

Step1: Identify the shape and formula

The figure is a parallelogram? Wait, no, looking at the base and height, actually, for a parallelogram, area is base times height. Wait, the base is 10 yd, height is 9 yd? Wait, no, maybe it's a parallelogram? Wait, the diagram shows a quadrilateral with base 10 yd and height 9 yd. Wait, actually, in a parallelogram, area = base × height. So base is 10 yd, height is 9 yd.

Step2: Calculate the area

So area = 10 × 9 = 90 square yards. Wait, but wait, maybe it's a trapezoid? Wait, no, the dashed line is height, and the base is 10, and the other side? Wait, no, maybe I misread. Wait, the figure: if it's a parallelogram, then area is base height. So base = 10 yd, height = 9 yd. So 10 9 = 90.

Wait, maybe the figure is a parallelogram, so area formula is \( A = b \times h \), where \( b = 10 \) yd, \( h = 9 \) yd.

So step1: Recall the area formula for parallelogram: \( A = \text{base} \times \text{height} \)
Step2: Substitute the values: \( A = 10 \times 9 \)
Step3: Calculate: 10*9=90

Answer:

The area of the figure is 90 square yards.