Question

solve the value of x :
$(1 |7) {}^{4 - 2x} = \sqrt{7}$
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Answer 1

Answer:

Find the value of x7/x-5=8/2x+4 Get the answers you need, ... If x = $\sqrt{5} + 2 [/ tex], then[tex](x + 1 \div x {}^{} ) {}^{2}$Answer it ...

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Step-by-step explanation:7/x-5 = 4/x +27(x+2) = 4(x-5)7x +14=4x-203x =-20-143x = -34x =-34/3 More

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Answer:1/3Step-by-step explanation:7/x - 5 = 8/2x + 47/x - 8/2x = 4 + 56/2x = 9after