Question

In this figure, AB || CD and m/4= 30°.
What is m/8?
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Answer 1

To find m/8 when m/4 equals 30°, we simply halve m/4 to get m/8, which results in 15°.

Step-by-step explanation:

The given problem involves solving for a mathematical value, specifically m/8, when m/4= 30°. To find m/8, we can use the fact that if m/4 is twice the size of m/8, then m/8 should be half of m/4. Therefore, we can calculate m/8 as follows:

Since m/4 = 30°

then m/8 = (m/4) / 2

thus m/8 = 30° / 2

m/8 = 15°

This value is found by halving the value of m/4, which is a standard procedure when dealing with ratios in mathematics.