Question

an angle is 10°more than its complementary angle .what is it measure​

Answer 1

Answer:

Step-by-step explanation:

Let ,

1st angle be x

So,

another angle be x+10

Now,

x+x+10=90

or,2x=90-10

or,x=80/2

So that X=40

1st angle =x=40°

2nd angle=x+10=40+10=50

Answer 2

$\bigstar$ Correct Question:

• An Angle is 10° more than its complementary angle. Find the measure of that angle.

$\bigstar$Given:

• An angle is 10° more than its complementary angle.

$\bigstar$To find:

• The measure of the angle.

$\bigstar$ Solution:

Let the angle be x.

So, since we know that the sum of the complementary angles is 90°,

$\therefore$ the other angle is 90° - x.

A/q x + 10° = 90° - x

$\implies$ x + x = 90° - 10°

$\implies$ 2x = 80°

$\implies$ x = 80°/2

$\implies$ x = 40°

$\therefore$ the angle is 40°.

$\bigstar$ Answer:

• Therefore, the angle is 40°.
• The other angle is 90° - 40° that is 50°.