Question

Tan 30 degrees = x/7 please explain how to solve

Answer 1

Step-by-step explanation:

rewrite the equation as x/7 = tan (30).

x/7= tan (30)

multiply both sides of the equation by 7 .

7•x/7=7• tan (30)

simplify both sides of equation x=7π3/3

the result can be shown in multiple forms exact forms x=7π3/3

decimal form x=404145188...

TAN (30) =X/7

Answer 2

$tan(30) = (\frac{x}{7} )\\x = 7*tan(30)$

After this step, find the button on your calculator that says 'tan' and type n 30 degrees, then press enter or the equal sign or whatever button you press to calculate.

You should get that tan(30) = 0.5774

Now plug that back into the equation

     $x = 7 * 0.5774 = 4.0415$ (approximated)

Hope that helps!