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(5x² + 7y - 6z²), (4y + 3x², 9x² + 2z² - 9y) and (2y - 2x²)
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Given: Four terms (5x² + 7y - 6z²), (4y + 3x²), (9x² + 2z² - 9y) and (2y - 2x²)
To find: The sum of three terms.
Solution:
- So we have provided with three terms.
- Sum of them is:
(5x² + 7y - 6z²) + (4y + 3x²) + (9x² + 2z² - 9y) + (2y - 2x²)
- Taking same terms together, we get:
(5x² + 3x² + 9x² - 2x²) + (7y + 4y - 9y + 2y) + (- 6z² + 2z²)
- Now adding up all, we get:
15x² + 4y - 4z²
Answer:
So the sum of four given terms are 15x² + 4y - 4z².
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