What is 0.0001(500)^3+0.005(500)^2+28(500)+3000 ?

The solution to 0.0001(500)^3+0.005(500)^2+28(500)+3000 is 0.0001*500^3+0.005*500^2+17000

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simplify 0.0001(500)^3+0.005(500)^2+28(500)+3000

simplify

0.0001 (500)^{3} + 0.005 (500)^{2} + 28 (500) + 3000

0.0001 \cdot 50 0^{3} + 0.005 \cdot 50 0^{2} + 17000

Solution steps

0.0001 \cdot 50 0^{3} + 0.005 \cdot 50 0^{2} + 28 (500) + 3000

28 (500) = 14000

= 0.0001 \cdot 50 0^{3} + 0.005 \cdot 50 0^{2} + 14000 + 3000

Add the numbers:

14000 + 3000 = 17000

= 0.0001 \cdot 50 0^{3} + 0.005 \cdot 50 0^{2} + 17000

12 - y > y - 12

\frac{7 x}{8} + 9 = \frac{x}{2} + 6

4 (y + 1) + y = 5 (y - 1) + 9

- 6 (3 x - 5) + 11 x \geq 2

6 x^{2} + 6 x + 12 = 0

What is 0.0001(500)^3+0.005(500)^2+28(500)+3000 ?
The solution to 0.0001(500)^3+0.005(500)^2+28(500)+3000 is 0.0001*500^3+0.005*500^2+17000