The measure of the angles of a pentagon are (x - 5)degrees, (x - 6) degrees, (2x - 7) degrees, x degrees, and (2x - 2) degrees. find the value of x.
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the equation:
{{{(x-5)+(x-6)+(2x-7)+x+(2x-2)=540}}}, Let's simplify the equation.
{{{7x-20=540}}} Now, we are able to solve for x
{{{7x=560}}}
{{{x=560/70=80°}}}
And so, the answer is x=80°, and degrees is for using the right unit of measure, since x is in the measurement of angles, don't forget that, or the answer may be marked as incorrect, but hopefully it wouldn't cause much of a problem.
Good luck!
{{{(x-5)+(x-6)+(2x-7)+x+(2x-2)=540}}}, Let's simplify the equation.
{{{7x-20=540}}} Now, we are able to solve for x
{{{7x=560}}}
{{{x=560/70=80°}}}
And so, the answer is x=80°, and degrees is for using the right unit of measure, since x is in the measurement of angles, don't forget that, or the answer may be marked as incorrect, but hopefully it wouldn't cause much of a problem.
Good luck!
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