If x=2√2+√7, identify the value of 12(x+1x).
2√2−√7
√7
2√2
2√2+√7
x=2√2+√712(x+1x)=12(2√2+√7+12√2+√7)=12((2√2+√7)2+12√2+√7)=12(8+7+2×2√2×√7+12√2+√7)=12(16+4√142√2+√7)=12(4(4+√14)2√2+√7)=2(√2(2√2+√7)2√2+√7)=2√2
The slope intercept form of the line 2x+2y=7 and the value of slope and y intercept are
If y=√√7+7+√8+2√7−√7, then the value of y will be: