<div class="content-block content-block--columns"><div class="question-columns question-columns--3" data-layout="3"><div class="question-column" style="flex: 1; align-self: flex-start;"><p>1.	\(\displaystyle \int{{{x}^{2}}{{({{x}^{3}}+3)}^{3}}}\text{ d}x\)<br>2.	\(\displaystyle \int{(5{{x}^{4}}+4x)({{x}^{5}}+2{{x}^{2}}}+1{{)}^{3}}\text{ d}x\)<br>3.	\(\displaystyle \int{\frac{3x-2}{{{\left( 3{{x}^{2}}-4x-1 \right)}^{3}}}}\text{ d}x\)<br>4.	\(\displaystyle \int{\frac{{{x}^{2}}}{\sqrt{{{x}^{3}}+1}}\text{ d}x}\) <br>5.	\(\displaystyle \int{\frac{21{{x}^{2}}+14}{\sqrt{{{x}^{3}}+2x+1}}\text{ d}x}\)<br>6.	\(\displaystyle \int{\frac{x}{{{\sqrt{1-2{{x}^{2}}}}^{5}}}\text{ d}x}\)<br>7.	\(\displaystyle \int{{{\left( \frac{x}{\sqrt{3{{x}^{4}}-1}} \right)}^{3}}\text{ d}x}\)<br>8.	\(\displaystyle \int{3{{x}^{3}}{{(2{{x}^{4}}-5)}^{8}}}\text{ d}x\)<br>9.	\(\displaystyle \int{{{e}^{3x}}{{({{e}^{3x}}+5)}^{11}}}\text{ d}x\)<br>10.	\(\displaystyle \int{\frac{{{x}^{3}}}{{{x}^{4}}+3}\text{ }}\text{d}x\)<br></p></div><div class="question-column" style="flex: 1; align-self: flex-start;"><p>11.	\(\displaystyle \int{\frac{2x+1}{\left( 2{{x}^{2}}+2x+5 \right)}}\text{ d}x\)<br>12.	\(\displaystyle \int{\frac{3x}{1+{{x}^{2}}}}\text{ d}x\)<br>13.	\(\displaystyle \int{\frac{2x+1}{{{x}^{2}}+x+1}}\text{ d}x\)<br>14.	\(\displaystyle \int{\frac{1}{\sqrt{x}{{(\sqrt{x}+1)}^{9}}}}\text{ d}x\)<br>15.	\(\displaystyle \int{\frac{1}{\sqrt{x}{{e}^{\sqrt{x}}}}}\text{ d}x\)<br>16.	\(\displaystyle \int{\frac{{{\left( \ln x \right)}^{8}}}{x}}\text{ d}x\)<br>17.	\(\displaystyle \int{\frac{1}{x\ln {{x}^{3}}}}\text{ d}x\) <br>18.	\(\displaystyle \int{x}\left( {{e}^{{{x}^{2}}+3}} \right)\text{ d}x\)<br>19.	\(\displaystyle \int{x{{e}^{{{x}^{2}}}}}\left( {{e}^{{{x}^{2}}-1}} \right)\text{ d}x\)<br>20.	\(\displaystyle \int{\frac{1}{1+{{e}^{-x}}}}\text{ d}x\)<br><br></p></div><div class="question-column" style="flex: 1; align-self: flex-start;"><p>21.	\(\displaystyle \int{{{x}^{7}}\cos ({{x}^{8}}+2)}\text{ d}x\)<br>22.	\(\displaystyle \int{\tan 3x}\text{ d}x\)<br>23.	\(\displaystyle \int{\cot x}\text{ d}x\)<br>24.	 \(\displaystyle \int{\frac{{{\tan }^{5}}x}{{{\cos }^{2}}x}}\text{ d}x\)<br>25.	\(\displaystyle \int{\frac{1}{{{\sin }^{2}}x\tan x}}\text{ d}x\)<br>26.	\(\displaystyle \int{\sec x\tan x}\text{ d}x\)	<br>27.	\(\displaystyle \int{\text{cosec }x\cot x}\text{ d}x\)<br>28.	\(\displaystyle \int{\frac{\sin x\cos x}{{{\sin }^{2}}x+7{{\cos }^{2}}x}}\text{ d}x\)<br>29.	\(\displaystyle \int{\frac{\sin 2x}{\sqrt{5{{\sin }^{2}}x+4{{\cos }^{2}}x}}}\text{ d}x\)<br>30.	\(\displaystyle \int{(\sin x){{e}^{\cos x}}}\text{ d}x\)<br>31.	\(\displaystyle \int{x{{e}^{{{x}^{2}}}}}\text{ d}x\)<br>32.	\(\displaystyle \int{{{2}^{x}}}\text{ d}x\)<br>33.	\(\displaystyle \int{{{5}^{x}}}\text{ d}x\)</p></div></div></div>

Cancelling Method of MF 26 Integrals

Techniques of  Integration

H2 Math

International Baccalaureate Higher Level Mathematics

Techniques of Integration - Cancelling Method of MF 26 Integrals

Question 5cec2a3b