Question

64° is it the Answer
154° is it the Answer

Answer 1

The measure of ∠DBE is 64°

Step-by-step explanation:

Given that the angles ABC and DBE are complementary angles.

The measure of angle ABC is given as ∠ABC = 26°

We need to determine the measure of angle DBE.

Measure of ∠DBE:

Since, the angles ABC and DBE are complementary and we know that the complementary angles add up to 90°

Thus, we have;

`\angle ABC+\angle DBE=90^(\circ)`

Substituting the values, we get,

`26^(\circ)+\angle DBE=90^(\circ)`

`\angle DBE=90^(\circ)-26^(\circ)`

`\angle DBE=64^(\circ)`

Thus, the measure of ∠DBE is 64°