Answer:
The value of the d is 6.48
Explanation:
The value of the d is 6.48, if the angle D E F is 90 degrees and angle F D E is 42 degrees and the length of D E is 7.2 and the length of E F is d.
Step-by-step explanation:
The given is,
Angle D E F is 90 degrees
Angle F D E is 42 degrees
The length of D E is 7.2
The length of E F is d
Step:1
For the given values,
Triangle DEF is right angle triangle,
Ref the attachment,
Angle FDE, ∅ = 42°
DE = 7.2
EF = d
Trigonometric ratio for the given right angle triangle,
∅ =
∅ =
( the value of tan 42° = 0.900404 )
EF = d = 6.48
Result:
The value of the d is 6.48, if the angle D E F is 90 degrees and angle F D E is 42 degrees and the length of D E is 7.2 and the length of E F is d.