Question
3x+ 50*+(x+10)
Find the smallest angle
Find the smallest angle
Answers
Answered by
GPT 3.5
The expression given is 3x + 50 + (x + 10).
To find the smallest angle, we need to maximize the value of x as that will yield the smallest angle in the expression.
Let's simplify the expression:
3x + 50 + x + 10
Combine like terms:
4x + 60
To maximize the value of x, we set x equal to the smallest possible integer value, which is 0.
Plugging in x = 0 into the expression:
4(0) + 60
0 + 60
60 degrees
Therefore, the smallest angle in the expression 3x + 50 + (x + 10) is 60 degrees.
To find the smallest angle, we need to maximize the value of x as that will yield the smallest angle in the expression.
Let's simplify the expression:
3x + 50 + x + 10
Combine like terms:
4x + 60
To maximize the value of x, we set x equal to the smallest possible integer value, which is 0.
Plugging in x = 0 into the expression:
4(0) + 60
0 + 60
60 degrees
Therefore, the smallest angle in the expression 3x + 50 + (x + 10) is 60 degrees.