How do you solve $34, 000 - \frac{4000}{3} x = 2000$ $34,000- \frac { 4000} { 3} x = 2000$ ?

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How do you solve $34, 000 - \frac{4000}{3} x = 2000$ $34,000- \frac { 4000} { 3} x = 2000$ ?

3 Answers

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Answer 1 · 2018-07-13T13:30:00

$x = 24$ $color(purple)(x = 24$

Explanation:

$34000 - (\frac{4000}{3}) x = 2000$ $34000 - (4000/3)x = 2000$

$(\frac{4000}{3}) x = 34000 - 2000 = 32000$ $(4000/3)x = 34000 - 2000 = 32000$

$4000 x = 3 \cdot 32000 = 96000$ $4000x = 3 * 32000 = 96000$

$x = cancel(96000)^color(red)(24)/ cancel4000 = 24$

Answer 2 · 2018-07-13T13:30:06

$x=24$

Explanation:

$"subtract "34000" from both sides"$

$-4000/3 x=2000-34000=-32000$

$"multiply both sides by 3"$

$-4000x=-96000$

$"divide both sides by "-4000$

$x=(-96000)/(-4000)=24$

Answer 3 · 2018-07-13T13:53:28

$x=24$

Explanation:

$34000-4000/(3)x=2000$

$:."multiply both sides by "$ $3$

$:.102000-4000 x=6000$

$:.-4000x=6000-102000$

$:.-x=cancel(-96000)^-24/cancel4000^1$

$:.-x=-24$

$:."multiply both sides by "$ $-1$

$:.x=24$

~~~~~~~~~~~

$:."substitute"$ $x=24$

$:.34000-4000/cancel 3^1 xx cancel 24^8/1=2000$

$:.34000-32000=2000$

$:.2000=2000$

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How do you solve $34, 000 - \frac{4000}{3} x = 2000$ $34,000- \frac { 4000} { 3} x = 2000$ ?

3 Answers

Explanation:

Explanation:

Explanation:

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How do you solve 34,000- \frac { 4000} { 3} x = 200034,000−40003x=200034,000- \frac { 4000} { 3} x = 2000?

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How do you solve $34, 000 - \frac{4000}{3} x = 2000$ $34,000- \frac { 4000} { 3} x = 2000$ ?