Coding the Future

In The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The

юааin The Givenюаб юааfigureюаб юааaobюаб юааis A Straightюаб юааlineюаб тиаюааaocюаб юаа3xюаб тиаюа
юааin The Givenюаб юааfigureюаб юааaobюаб юааis A Straightюаб юааlineюаб тиаюааaocюаб юаа3xюаб тиаюа

юааin The Givenюаб юааfigureюаб юааaobюаб юааis A Straightюаб юааlineюаб тиаюааaocюаб юаа3xюаб тиаюа In the given figure, aob is a straight line and oc is ray such that∠aoc = (3x 20)° and ∠boc = (2x − 10)°. find the value of x and hence find (i) ∠aoc and ∠boc . view solution. In the given figure, aob is a straight line and oc is ray such that∠aoc = (3x 20)° and ∠boc = (2x − 10)°. find the value of x and hence find (i) ∠aoc and ∠boc.

in The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The
in The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The

In The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The To find the value of angle boc, set up an equation using the fact that aob is a straight line and solve for x. then substitute the value of x into the expression for angle boc. explanation: to find the value of angle boc, we need to use the fact that aob is a straight line, which means angles aoc and boc are supplementary (their sum is 180. Given: aob is a straight line. angle aoc = (3x 10) degree and angle boc = (4x 26) degree. to find: the value of angle boc. solution: aob is a straight line so the sum of angles between aoc and boc must be 180 degrees. here we will add the angles and compare them with 180. according to the question. angle aoc angle boc = 180° (3x 10) (4x 26. Q.4. assertion: in the given figure, aob is a straight line. if ∠aoc = (3x 10)° and ∠boc (4x – 26)°, then ∠boc = 86 0 reason: the sum of angles that are formed on a straight line is equal to 180° answer answer: (a). In the figure aob is a straight line | find the value of x | find aoc and bod | lines and angles @anisulrahmanabout video: today's video we will learn to fi.

in The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The
in The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The

In The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The Q.4. assertion: in the given figure, aob is a straight line. if ∠aoc = (3x 10)° and ∠boc (4x – 26)°, then ∠boc = 86 0 reason: the sum of angles that are formed on a straight line is equal to 180° answer answer: (a). In the figure aob is a straight line | find the value of x | find aoc and bod | lines and angles @anisulrahmanabout video: today's video we will learn to fi. In the given figure, aob is a straight line and the ray oc stands on it. if ∠aoc = (2x − 10)° and ∠boc = (3x 20)°, find the value of x . also, find ∠aoc and ∠boc. In the given figure; aoc is a straight line. if angle aob = 50 ∘, angle aoe = 90 ∘ and angle cod = 25 ∘; find the measure of: (1) angle boc (2) angle eod (3) obtuse angle bod (4) reflex angle bod.

in The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The
in The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The

In The Given Figure Aob Is A Straight Line Aoc 3x Boc 2x The In the given figure, aob is a straight line and the ray oc stands on it. if ∠aoc = (2x − 10)° and ∠boc = (3x 20)°, find the value of x . also, find ∠aoc and ∠boc. In the given figure; aoc is a straight line. if angle aob = 50 ∘, angle aoe = 90 ∘ and angle cod = 25 ∘; find the measure of: (1) angle boc (2) angle eod (3) obtuse angle bod (4) reflex angle bod.

In The figure aob is A Straight line Find The Value Of X Hence
In The figure aob is A Straight line Find The Value Of X Hence

In The Figure Aob Is A Straight Line Find The Value Of X Hence

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