factorization form of 63 x square - 448
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HEYA USER ✌
HERES YOUR ANSWER FRIEND,
==> 63x² +0x -448 = 0
==> ON COMPARING ABOVE EQUATION WITH ax² + bx - c = 0
we have,
a = 63, b = 0, c = -448
==> therefore by quadratic equation we have,
x = (-b ± √b² - 4ac) / 2a
x = (-0 ± √0² - √4 X 63 X (-448) / 2(63)
==> x = 0 ± (√112896) / 126
==> x = 0 ± 336/126
==> x = 0 + 336/126 = 336/126 OR, x = 0 - 336/126 = - 336/126.
HOPE IT HELPS YOU.
#FROM KENDRIYA VIDYALAYA GANESH KHIND PUNE ✌
HERES YOUR ANSWER FRIEND,
==> 63x² +0x -448 = 0
==> ON COMPARING ABOVE EQUATION WITH ax² + bx - c = 0
we have,
a = 63, b = 0, c = -448
==> therefore by quadratic equation we have,
x = (-b ± √b² - 4ac) / 2a
x = (-0 ± √0² - √4 X 63 X (-448) / 2(63)
==> x = 0 ± (√112896) / 126
==> x = 0 ± 336/126
==> x = 0 + 336/126 = 336/126 OR, x = 0 - 336/126 = - 336/126.
HOPE IT HELPS YOU.
#FROM KENDRIYA VIDYALAYA GANESH KHIND PUNE ✌
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