Solve (1) 4+3 (t + 2) = 10
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4+3(t+2)=10
4+3(t+2)=107(t+2)=10
4+3(t+2)=107(t+2)=107t+14=10
4+3(t+2)=107(t+2)=107t+14=107t=10−14
4+3(t+2)=107(t+2)=107t+14=107t=10−147t=−4
4+3(t+2)=107(t+2)=107t+14=107t=10−147t=−4t= 7/−4
−4
−4
−4
−4
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