Question

Please solve the equation below:

2 3/4 x 2^4 x 42 - 32 x 2 3/10 x 6^7 + 69 + 43 x 456 ÷ 256 + 231 - 6^2
Random answers will be reported.

Answer 1

`-20601101.006`

Explanation:

`We\ are\ given:\\2(3)/(4)*2^4*42-32*2(3)/(10)*6^7+69+43*456 /256+231-6^2\\By\ using\ the\ BEDMAS\ Order\ of\ Operations\ rule,\\Or,\\* Brackets-B\\*Exponents-E\\*Division-D\\*Multiplication-M\\*Addition-A\\*Subtraction-S`

`2(3)/(4)*2^4*42-32*2(3)/(10)*6^7+69+43*456 /256+231-6^2\\Separating\ similar\ operations\ through\ brackets:\\=[2(3)/(4)*2^4*42]+[-32*2(3)/(10)*6^7]+[43*(456)/(256)]+[231-6^2+69]\\Simplifying\ mixed\ fractions\ and\ evaluating\ exponents:\\=[(11)/(4)*16*42]+[-32*(23)/(10)*279936]+[43*(456)/(256)]+[231-36+69]\\Evaluating\ terms\ inside\ the\ brackets:\\=[1848]+[-20603289.6]+[76.59375]+[264]\\Adding\ all\ the\ terms\ together:\\=-20601101.006 \approx -20601101`