What integer values of x make the statement $-\frac{3}{x}<-\frac{x}{3}$ true?

Given $\cos \phi=-\frac{\sqrt{3}}{2}, \quad 180^{\circ}<\phi<270^{\circ}$, find the exact value of value of $\\$ a.$\sin \phi$

Estimate the expression. If $n=7$, then $3 n-8=$ ?

For each function, find the indicated values.

$$\phi : x \rightarrow x - x ^ { 2 }$$

$$\phi ( 2 )$$

Graph each integer and its opposite on a number line.

$$-1$$

Estimate to the nearest tenth.

$$\sqrt{74}$$

In this exercise, solve the equation or inequality. Each solution is an integer.

$$y+12=5 y-4$$

Write an equation for each problem. Then factor to solve. The square of an integer is 5 more than 4 times the integer. Find the integer.

Multiply to find part of an integer. $\frac { 7 } { 9 }$ of -81 = _____

If $h(x)=x^3+1$ and $g(x)=\sqrt{x}$, find $h(g(x))$

Can an isosceles right triangle have sides with integer lengths? Why or why not?

What is the greatest possible integer solution of the inequality $3.806x < 19.902$?

If $h(x)=x^3+1$ and $g(x)=\sqrt{x}$, find $g(h(x))$

Graph the solution set of the inequality, where $x$ is an integer, on the number line. \

$$1>-x>-5$$