Answer:
x = 19.167
Step-by-step explanation:
/_ACB + /_ABC = 90
53 + /_ABC = 90
/_ ABC = 37
cos(/_ABC) = AB/BC
cos(37) = x/24
To find the length of the side opposite the angle while knowing the hypotenuse we can use the sine function:
sin(53) = (side opposite angle of 53 degrees) / hypotenuse
sin(53) = x / 24
x = 24 sin(53)
x = 19.16
Hope that helped
(1.4), because both lines pass through this point
Answer; is A -3n+24
B
5/2s-54 on e2020
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