simplify the following expression 3(2x²+3)+4(3x²-5)
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3(2x²+3)+4(3x²-5)
6x²+18+12x²-20
18x²-2
2(9x²-1)
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ANSWER:
To simplify:
- 3(2x²+3)+4(3x²-5)
Solution:
⇒ 3(2x²+3)+4(3x²-5)
First, we distribute the numbers written outside the brackets to the inner ones.
⇒ (3*2x²) + (3*3) + (4*3x²) + (4*-5)
⇒ 6x² + 9 + 12x² - 20
Now, we rearrange the terms, so that like terms come together.
⇒ 6x² + 12x² + 9 - 20
Solving the like terms,
⇒ 18x² - 11
Learn More:
- Like Terms : The terms having same variables and powers are called like terms. However, the coefficients of these terms may vary.
- Unlike Terms : The terms having different variables and powers are called unlike terms.
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