determine the value of k so that the two roots of the equation x2-kx+36=0 are equal
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answer for the given problema is ±12
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★ Given that,
Find the value of k so that the two roots of the equation x² - kx + 36 = 0 are equal.
★ Let,
- a = 1
- b = - k
- c = 36
By using discrimination (∆) formula...
↪ b² - 4ac = 0
➡ (-k)² - 4(1)(36) = 0
➡ k² - 144 = 0
➡ k² = 0 + 144
➡ k² = 144
➡ k = √144
➡ k = 12
Hence, the Value of k is " 12 " .
Step-by-step explanation:
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