What is (5.6f*42)+((50000)/c)-(0.1234*1024) ?

The solution to (5.6f*42)+((50000)/c)-(0.1234*1024) is 235.2f+(50000)/c-126.3616

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simplify (5.6f42)+((50000)/c)-(0.12341024)

simplify

(5.6 f \cdot 42) + (\frac{50000}{c}) - (0.1234 \cdot 1024)

235.2 f + \frac{50000}{c} - 126.3616

Solution steps

(5.6 f \cdot 42) + (\frac{50000}{c}) - (0.1234 \cdot 1024)

Simplify

(5.6 f \cdot 42) + (\frac{50000}{c}) - (0.1234 \cdot 1024) : 5.6 f \cdot 42 + \frac{50000}{c} - 0.1234 \cdot 1024

= 5.6 f \cdot 42 + \frac{50000}{c} - 0.1234 \cdot 1024

5.6 f \cdot 42 = 235.2 f

0.1234 \cdot 1024 = 126.3616

= 235.2 f + \frac{50000}{c} - 126.3616

(a + 2 b)^{3} - b^{3}

(x + 1) (x - 1) (y - 1) (y + 1)

- (x - 1)^{3} (x + 1)^{2}

343 p 12 + q^{2}

cos (- 4) x

What is (5.6f*42)+((50000)/c)-(0.1234*1024) ?
The solution to (5.6f*42)+((50000)/c)-(0.1234*1024) is 235.2f+(50000)/c-126.3616