Cos<span> 42° ~ 0.743
cos 42° = sin(90-42) = sin 58°
So sine of complementary angle also has same value as cos 42.
So sin 58 ~ 0.743
</span>
M= 4/5 or the alternative form for m can be 0.8
Answer:
Solution given:
y=25 [base side of isosceles triangle]
sin 45=opposite/hypotenuse
sin45=25/x
x=25/sin45
x=25√2
Answer:
5
m
^3
n^3
(
125
m^
4
+
2
m
−
6
)
Step-by-step explanation:
