Which statement correctly compares the dimensions of a pencil and a blender?

Which statement correctly compares the dimensions of a pencil and a blender?

• A. A pencil is taller than a blender is wide.
• B. A blender is taller than a pencil is wide.
• C. A pencil is wider than a blender is tall.
• D. A blender is shorter than a pencil is narrow.

Answer: (A)

When you compare objects by dimensions, focus on which measurement you’re using for each item. Here, you’re looking at the pencil’s height (how tall it is) and the blender’s width (how wide it is from side to side). The statement that a pencil is taller than a blender is wide captures a common relationship: pencils are tall and slender, so their vertical extent is large, while a blender’s width is a shorter horizontal measure. So, the pencil’s height tends to exceed the blender’s width, making this description the clearest way to express their size difference. The other options mix height and width in less natural ways for these objects, which is why they’re not as accurate.

When you compare objects by dimensions, focus on which measurement you’re using for each item. Here, you’re looking at the pencil’s height (how tall it is) and the blender’s width (how wide it is from side to side). The statement that a pencil is taller than a blender is wide captures a common relationship: pencils are tall and slender, so their vertical extent is large, while a blender’s width is a shorter horizontal measure. So, the pencil’s height tends to exceed the blender’s width, making this description the clearest way to express their size difference. The other options mix height and width in less natural ways for these objects, which is why they’re not as accurate.