Mathematics, 16.11.2019 06:31 DylanJF1339
Define $t: \mathbb{r}^3\to\mathbb{r}^2$ by $$t(x, y,z)=(3x-2y+5z+b,7x+axyz)$$show that $t$ is linear if and only if $a=b=0$.
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Define $t: \mathbb{r}^3\to\mathbb{r}^2$ by $$t(x, y,z)=(3x-2y+5z+b,7x+axyz)$$show that $t$ is linear...
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