Find an approximation for the integral of the water flow rate over the time interval 0-300 minutes by using the trapezoidal rule on the following data.Q(t) (gal/min)t (min)5.305.8906.11006.51594.22404.72805.0300

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Find an approximation for the integral of the water flow rate over the time interval 0-300 minutes by using the trapezoidal rule on the following data.<br><table border='1' align='middle''font-family:'lucida grande', tahoma, verdana, arial, sans-serif;font-size:11px;font-style:inherit;font-variant:inherit;border-spacing:0px;border-collapse:collapse;font-weight:inherit;direction:ltr;text-align:left;color:rgb(51, 51, 51);width:256px;height:228px;'><tbody><tr><td width='50%' valign='top' >Q(t) (gal/min)<br/></td><td width='50%' valign='top' >t (min)<br/></td></tr><tr><td width='50%' valign='top' >5.3<br/></td><td width='50%' valign='top' >0<br/></td></tr><tr><td width='50%' valign='top' >5.8<br/></td><td width='50%' valign='top' >90<br/></td></tr><tr><td width='50%' valign='top' >6.1<br/></td><td width='50%' valign='top' >100<br/></td></tr><tr><td width='50%' valign='top' >6.5<br/></td><td width='50%' valign='top' >159<br/></td></tr><tr><td width='50%' valign='top' >4.2<br/></td><td width='50%' valign='top' >240<br/></td></tr><tr><td width='50%' valign='top' >4.7<br/></td><td width='50%' valign='top' >280<br/></td></tr><tr><td width='50%' valign='top' >5.0<br/></td><td width='50%' valign='top' >300<br/></td></tr></tbody></table>