Find the products and simplify the following radical expressions:
1. [tex]5 \sqrt{10} + 5 \sqrt{10} [/tex]
2.[tex]10x \sqrt[3]{7x} - 7x \sqrt[3]{7x} [/tex]
3.[tex] \sqrt[3]{250} - \sqrt{2} - 5\sqrt[3]{2} [/tex]
4.[tex]15 \sqrt[4]{32} - 10 \sqrt[4]{16} + \sqrt[4]{162} [/tex]
1. [tex]5 \sqrt{10} + 5 \sqrt{10} [/tex]
2.[tex]10x \sqrt[3]{7x} - 7x \sqrt[3]{7x} [/tex]
3.[tex] \sqrt[3]{250} - \sqrt{2} - 5\sqrt[3]{2} [/tex]
4.[tex]15 \sqrt[4]{32} - 10 \sqrt[4]{16} + \sqrt[4]{162} [/tex]
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Answer:
1. 10√10
2. 3x • cb√7x
3. -√2
- mahirap po itype ang solution pero for a better idea po
1. add yung 5+5 tapos copy nasa loob ng sqrt.
2. minus yung 10x sa 7x kaya sya naging 3x tapos copy ulit yung nasa loob ng cuberoot.
Note : pag same ang nasa loob ng sqrt or cbroot copy lang po