In Washington, D.C., Constitution Ave. meets Pennsylvania Ave. at a 25° angle. What is the measure of the complementary angle to the angle formed by these two avenues?
1 answer:
By definition, the complementary angles are those that have a sum of 90° (Right angle). The problem indicates that <span>Constitution Avenue meets Pennsylvania Avenue at a 25° angle. Then, the complementary angle is: Complementary angle=90°-25° Complementary angle=65° </span><span> What is the measure of the complementary angle to the angle formed by these two avenues? </span><span> The answer is: T </span>he measure of the complementary angle to the angle formed by these two avenues is 65°. <span> </span>
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√1² + -7² = d
d = 7.1
Answer:
<em>(D). x = 2 , y = - 5</em>
Step-by-step explanation:
A = - 8 + 48 = 40
= -76 + 156 = 80
= 104 - 304 = - 200
<em>x =</em> = <em>2</em>
<em>y =</em> = <em>- 5</em>
<u><em>( 2, - 5 )</em></u>
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$0.40
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