Kay's Math: Area between the curves

$1\cdot Find\;the\;area\;of\;the\;region\;bounded\;by\;y=x^{2}\;and y=x+2$

$2\cdot Find\;the\;area\;of\;the\;combined\;region\;bounded\;by\;the \;curve\; y=x^{3}-5x^{2}+6x\;and \;the\;x-axis$

$y=x^{3}-5x^{2}+6x\;and\;the\;x-axis$

$3\cdot Find\;the\;area\;of\;the\;region\;bounded\;by\;the \;curves\; y=\sqrt{x}\;and \;y=x$

$4\cdot Find\;the\;area\;of\;the\;region\;bounded\;by\;the \;curves\; y=x^{2}-4x-8\;and \;y=2x-x^{2}$

$y=x^{2}-4x-8\;and\;y=2x-x^{2}$

$4\cdot Find\;the\;area\;of\;the\;region\;bounded\;by\;the \;curves\; y=x\;and \;y=x(x-2)^{2}$
$y=x\;and\;y=x(x-2)^{2}$

$7\cdot Find\;the\;area\;of\;the\;region\;bounded\;by\;the \;curves\; y^{2}=4x\;and \;the\;line\;x=3$
$y^{2}=4x\;and\;the\;line\;x=3$

$7\cdot Find\;the\;area\;enclosed\;between\;the\;curve\;y=sin(2x)\;0\leq x\leq\frac{\pi }{4}\;and\;the\;axes$

$0\leq x\leq\frac{\pi}{4}\;and\;the\;axes$

$8\cdot Find\;the\;area\;enclosed\;between\;the\;parabalos\;y=x^{2}\;and\;x=y^{2}$

$9\cdot Find\;the\;area\;enclosed\;between\;the\;curves\;x^{2}=4y\;and\;x=4y-2$

$10\cdot Find\;the\;area\;enclosed\;between\;the\;curves\;y^{2}=x\;and\;x+y=2$

Kay's Math

Pages

Friday, October 4, 2019

Area between the curves

1 comment: