Consider the following equation: $$\mathrm { GHG } = \frac { \mathrm { GHG } } { \text { Energy } } \times \frac { \text { Energy } } { \mathrm { GDP } } \times \mathrm { GDP } ,$$
Where GHG = world annual emissions of greenhouse gases Energy = world annual amount of energy consumed GDP = world's annual gross domestic product
Suppose GHG emissions decreased by 6 percent between 2010 and 2012, a period when GDP increased by 4 percent and Energy/GDP decreased by 2 percent. We can conclude that

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The Answer of Consider the following equation: $$\mathrm { GHG } = \frac { \mathrm { GHG } } { \text { Energy } } \times \frac { \text { Energy } } { \mathrm { GDP } } \times \mathrm { GDP } ,$$
Where GHG = world annual emissions of greenhouse gases Energy = world annual amount of energy consumed GDP = world's annual gross domestic product
Suppose GHG emissions decreased by 6 percent between 2010 and 2012, a period when GDP increased by 4 percent and Energy/GDP decreased by 2 percent. We can conclude that

Consider the Following Equation GHG=GHG Energy × Energy GDP×GDP,\mathrm { GHG } = \frac { \mathrm { GHG } } { \text { Energy } } \times \frac { \text { Energy } } { \mathrm { GDP } } \times \mathrm { GDP } ,GHG= Energy GHG​×GDP Energy ​×GDP,

Consider the Following Equation $\mathrm { GHG } = \frac { \mathrm { GHG } } { \text { Energy } } \times \frac { \text { Energy } } { \mathrm { GDP } } \times \mathrm { GDP } ,$