Question

solve (d^2+1)y=5^-x
​

Answer 1

Answer:

Your math problem

(

2

+

1

)

=

5

−

Step-by-step explanation:

Your math problem

(

2

+

1

)

=

5

−

Answer 2

d = - $\frac{\sqrt{y(5^{-x} -y)} }{y}$

Step-by-step explanation:

Given that,

(d^2+1)y = 5^-x

To solve,

We will separate the variables through division on each side that doesn't have a variable. So,

(d^2+1)y = 5^-x

⇒ d = $\frac{\sqrt{y(5^{-x} -y)} }{y}$

∵ d = $- \frac{\sqrt{y(5^{-x} -y)} }{y}$

Thus, d = $- \frac{\sqrt{y(5^{-x} -y)} }{y}$ is the correct answer.

Learn more: Evaluate

brainly.in/question/22485269