Tan θ = 
∴ Tan (59°) =
x = [<span>Tan (59°)] (5)
</span> = (1.66428) (5)
x = 8.321 units
∴ Tan (59°) =
x = [<span>Tan (59°)] (5)
</span> = (1.66428) (5)
x = 8.321 units
Write 2x+y=5 in slope intercept form
2 answers:
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Answer:
x=67 degrees
Step-by-step explanation:
Same side interior angles are 180 degrees.
<PNL+54=180
<PNL=180-54
<PNL=126
Since |PN|=|NL|
2<PLN+126=180
2<PLN=180-126
2<PLN=54
<PLN=27
Angles on a straight line add up to 180
<PLN+<MLQ+70=180
27+<MLQ+70=180
<MLQ+97=180
<MLQ=180-97
<MLQ=83
<MQL+54+83=180----> sum of interior angles in triangle MQL is 180.
<MQL+137=180
<MQL=180-137
<MQL=43
But <MQL=43=<PQL ---> it was given that QL bisects ∠PQM
Now x+70+43=180----> sum of angles in triangle PQL