If $$ {a^{x}={(x+y+z)^{y}}}, a^{y}=(x+y+z)^{z} and \ a^{z}=(x+y+z)^{x}$$ then the value of (x +y +z) is
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Q:
If $$ {a^{x}={(x+y+z)^{y}}}, a^{y}=(x+y+z)^{z} and \ a^{z}=(x+y+z)^{x}$$ then the value of (x +y +z) is
- 10false
- 2$$ {a^{3}} $$false
- 31false
- 4atrue
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