0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

What value of $$y$$ would make $$AOB$$ a line in Fig., if $$ \angle AOC = 4y $$ and $$\angle BOC = \left ( 6y+30 \right )?$$

A
15
Solution
Verified by Toppr

Correct option is A. 15

Was this answer helpful?
3
Similar Questions
Q1
What value of y would make AOB a line in figure, if AOC=4y and BOC=(6y+30)


View Solution
Q2
What value of y would make AOB a line in the given figure, if āˆ AOC = 4y and āˆ BOC = (6y + 30)

View Solution
Q3

What value of y would make AOB, a line in the figure, if AOC=4y and BOC=(6y+30).

View Solution
Q4
what value of y would make AOB a line if <AOC =4y and <BOC=(6y+30
View Solution
Q5

What value of x would make AOB a line in figure, if AOC=4x and BOC=(6x+30)?

View Solution