Question: The applet below shows two line segments whose lengths represent the values of A and B . We will think about measuring A using B

The applet below shows two line segments whose lengths represent the values of A and B . We will think about measuring A using B as our unit of measure (or "unit ruler"). In the applet, you can vary A by dragging the purple X at the end of the line segment for A . the measure is 1.50. Vary the value of A and examine how the measurement of A in units of B varies. If A increases, what happens to the measure of A in units of B ? The measurement value does not change. The measurement value increases. The measurement value decreases. If A becomes 2 times as large, the measure of A in units of B becomes how many times as large? times as large If A decreases, what happens to the measure of A in units of B ? The measurement value decreases. The measurement value does not change. The measurement value increases. If A becomes 1 2 times as large, the measure of A in units of B becomes how many times as large? times as large

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