Find the value of x in \(\sqrt[3]{15625}-\sqrt{x}= 4.\)
Answer & explanation
Correct answer: option 3
\(\sqrt[3]{15625}-\sqrt{x}= 4.\)
= 25 - $\sqrt{x}$ = 4
= $\sqrt{x}$ = 25 - 4
= $\sqrt{x}$ = 21
Squaring on both sides, x = 441
Find the value of x in \(\sqrt[3]{15625}-\sqrt{x}= 4.\)
Correct answer: option 3
\(\sqrt[3]{15625}-\sqrt{x}= 4.\)
= 25 - $\sqrt{x}$ = 4
= $\sqrt{x}$ = 25 - 4
= $\sqrt{x}$ = 21
Squaring on both sides, x = 441