Question

please solve this question:

if the one angle of the paralleogram is 16 degrees less than three times the smallest angle then find the largest angle of the paralleogram

Answer 1

$<h2 > heya$



$<h5 > answer......$




Let the smallest angle be x


So, Another angle is 3x - 16


As , we know that the sum of two consecutive angles of a parralelogram is 180°


so,
$3x - 16 + x = 180$



$4x - 16 = 180$


$4x = 180 + 16$


$4x = 196$


$x = \frac{196}{4} = 49$


so, the smallest angle is 49°

Largest angle = 3x-16

$(3 \times 49) - 16 = 131$


so, required angle is 131°


Hope it helps you

Answer 2

yes up one is right

please mark as a brainliest