Answer:
<h2>20π in</h2>Step-by-step explanation:
Length of an arc is expressed as . Given;
The length of the minor arc SV is expressed as:
Hence, The length of the arc SV is 20π in
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Step-by-step explanation:
To figure out your x-intercepts and y-intercepts you have to redo the equation and make it equal to zero.
Step 1: 8x + 9y - 72 = 0
Step 2: 8x + 9y = 72
Now you can figure out your intercepts! As long as you use the STANDARD FORM EQUATION which is Ax + By = C
Y-INTERCEPT (vertical line): ( , 0 )
X-INTERCEPT (horizontal line): ( 0 , )
Insert your numbers how it shows in the standard form equation and you should get something like this:
Y-INTERCEPT: ( , 0 )
<em>Simplified Y-INTERCEPT: </em>( 8 , 0 )
X-INTERCEPT: ( 0 , )
<em>Simplified X-INTERCEPT: </em><em> ( 0 , 9 )</em>
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Insert that into your graph and you should be able to get your answer.