So the answer is choice D. You can check this by differentiating the right hand side and you'll get x^3 back again.
This answer can be found by using the power rule for integrals. That rule is
Solve for the value of y. (9y+5)° 58°
1 answer:
The value of in the complementary angles y is 3
<em>Your question is not complete, it seems to be missing the following information,</em>
(9y+5)° + 58° are complementary angles, solve for the value of y
Complementary angles add up to 90 degrees. That is the sum of the two given angles must sum up to 90 degrees.
- The first given angle = (9y+5)°
- The second given angle = 58°
- The sum of the two angle = (9y+5)° + 58° = 90°
Simplify the equation as follows to determine the value of y;
9y + 5 + 58 = 90
9y + 63 = 90
9y = 90 - 63
9y = 27
Thus, the value of in the complementary angles y is 3
Learn more here: brainly.com/question/22389879
You might be interested in
So the answer is choice D. You can check this by differentiating the right hand side and you'll get x^3 back again.
This answer can be found by using the power rule for integrals. That rule is