Question

find the value of p
(81)-⁴÷(729)²-p=(9)⁴p​

Answer 1

Answer:

506g

Step-by-step explanation:

video ggderod

Answer 2

Given :

(81)⁴ ÷ (729)² - p = (9)⁴p

To find :

Find the value of p

Solution :

∴    (81)⁴ ÷ (729)² - p = (9)⁴p

⇒         $\frac{(9^2)^4}{(9^3)^2}$  - p        = (9)⁴p            (as 9² = 81 and 9³ = 729)

⇒         $\frac{9^8}{9^6}$ - p            = (9)⁴p  

⇒        9²  -  p          =  (9)⁴p

⇒       6561p + p      =  81

⇒         6562p         =  81

∴                   p         =  0.012

Therefore, the value of p is found to be 0.012.