sin(0.5) + sin(pi + 0.5) - tan(5) * cot(5)
To calculate the value, we first need to convert pi (π) into degrees, which is equal to 180 degrees.
sin(0.5) = 0.479sin(pi + 0.5) = sin(180 + 0.5) = sin(180) = 0tan(5) = -3.38cot(5) = 0.29
Now we substitute these values into the given expression:
0.479 + 0 - (-3.38 * 0.29)= 0.479 + 0 + 0.9792= 1.4582
Therefore, the value of sin(0.5) + sin(π + 0.5) - tan(5) * cot(5) is approximately 1.4582.
sin(0.5) + sin(pi + 0.5) - tan(5) * cot(5)
To calculate the value, we first need to convert pi (π) into degrees, which is equal to 180 degrees.
sin(0.5) = 0.479
sin(pi + 0.5) = sin(180 + 0.5) = sin(180) = 0
tan(5) = -3.38
cot(5) = 0.29
Now we substitute these values into the given expression:
0.479 + 0 - (-3.38 * 0.29)
= 0.479 + 0 + 0.9792
= 1.4582
Therefore, the value of sin(0.5) + sin(π + 0.5) - tan(5) * cot(5) is approximately 1.4582.