If the angles of a quadrilateral are in the ratio 2:3:7:6,then the longer measure of the angle is
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Answered by
5
hey here is your answer
WE KNOW THAT
SUM OF ALL THE ANGLES OF A QUADRILATERAL IS 360
NOW
LET THE GIVEN ANGLES BE
2X,3X,6X,7X
SOOO
2X+3X+6X+7X=360
18X=360
X=20
SO SMALLEST ANGLE=2X=2*20=40
AND LARGEST ANGLE =7X=7*20=140
HOPE YOU UNDERSTAND WELL
MARK BRILLIANT
BE BRAINLY
WE KNOW THAT
SUM OF ALL THE ANGLES OF A QUADRILATERAL IS 360
NOW
LET THE GIVEN ANGLES BE
2X,3X,6X,7X
SOOO
2X+3X+6X+7X=360
18X=360
X=20
SO SMALLEST ANGLE=2X=2*20=40
AND LARGEST ANGLE =7X=7*20=140
HOPE YOU UNDERSTAND WELL
MARK BRILLIANT
BE BRAINLY
Answered by
0
let the angles be 2x,3x,7x,6x
we know that the sum of all the angles of a quadrilateral is 360 degree
2x plus 3x plus 7x plus 6x =360 degree
18x=360degree
x=(360/18)degree
x=20degree
therefore the angles are:2x=2x20=40degree,3x20=60degree,7x20=140degree,6x20=120degree.
hope its the required answer.
we know that the sum of all the angles of a quadrilateral is 360 degree
2x plus 3x plus 7x plus 6x =360 degree
18x=360degree
x=(360/18)degree
x=20degree
therefore the angles are:2x=2x20=40degree,3x20=60degree,7x20=140degree,6x20=120degree.
hope its the required answer.
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