If \(\frac{0.09}{\text{x}}=1\), then x =
Explanation
Multiply both sides of the equation by 0.09 to isolate x: 0.09 / x * 0.09 = 1 * 0.09 or x = 0.09. Check by substituting 0.09 for x in the original equation.
A man needed \( 2\frac{1}{2}\)gallons of driveway topping to weather seal \(\frac {1}{3}\) of his driveway. How many more gallons will he need to finish weather coating the driveway?
\( x \times {x^8}\)
\({5^3} \times {5^2} = \)
\(\frac{{{2^7} \times {2^8}}}{{{2^3}}} = ?\)
\(3+x \geq 15\), what is the value of \(x \geq\) ?