Chapter 12: Q39. (page 691)
Solve the equation. Check your solution.
Short Answer
The solution of equation is 10.
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Chapter 12: Q39. (page 691)
Solve the equation. Check your solution.
The solution of equation is 10.
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In Exercise 3-6, match the description with correct value.
Measures of interior angles of a regular hexagon.
Draw two lines and a transversal intersecting both the lines. Then number the angles and identify both pairs of alternate interior angles.
Tell whether the angles are complementary, supplementary, or neither.
Draw a line on a piece of paper. Mark two points on . At each point, fold the paper so that the two parts of coincide, then crease the paper. The two creases form lines and . How are and related? Explain your reasoning.
In Exercises 29 and 30, tell whether a triangle exists for the given description. If so, classify the triangle by its angles. If not, explain why not.
Two of the angles are complementary.
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