If 17-6p - 9- then p - -4m- So- m is

The correct option is D 3 17 +6p = 9 6p = 9 17 6p = 8 p = 4 3 #160; ...

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Standard X

Mathematics

Sum of N Terms of an AP

If 17+6p = ...

Question

If $17 + 6 p = 9$ , then $p = - \frac{4}{m}$ . So, $m$ is

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Solution

The correct option is D $3$
$17 + 6 p = 9 6 p = 9 - 17 6 p = - 8 p = \frac{- 4}{3}$

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Expand:
(1) $(a + 2) (a - 1)$
(2) $(m - 4) (m + 6)$
(3) $(p + 8) (p - 3)$
(4) $(13 + x) (13 - x)$
(5) $(3 x + 4 y) (3 x + 5 y)$
(6) $(9 x - 5 t) (9 x + 3 t)$
(7) $(m + \frac{2}{3}) (m - \frac{7}{3})$
(8) $(x + \frac{1}{x}) (x - \frac{1}{x})$
(9) $(\frac{1}{y} + 4) (\frac{1}{y} - 9)$

Multiply:

(1) 3x by 4y

(2) 2y by 4y

(3) 8a by 4m

(4) −4x by 8x

(5) −5a by −8b

(6) −6p by 4pq

(7) 2a² by 5a²

(8) 3x²b² by 5x

(9) −7m²n² by 4m

(10) −5a²b by −7ab²

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If 17+6p=9, then p=−4m. So, m is

The correct option is D 317+6p=96p=9−176p=−8p=−43

If $17 + 6 p = 9$ , then $p = - \frac{4}{m}$ . So, $m$ is

The correct option is D $3$
$17 + 6 p = 9 6 p = 9 - 17 6 p = - 8 p = \frac{- 4}{3}$