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(5c-4)(8c+3)
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5c(8c+3)- 4(8c+3) 40c^2+15c-32c-12=?
Distribute; \[(5c-4)(8c+3)\] \[5 c ( 8 c+ 3 ) − 4 ( 8 𝑐 + 3 )\] Distribute a 2nd Time; \[5𝑐(8𝑐+3)−4(8𝑐+3)\] \[4 0 𝑐^2 + 1 5 𝑐 − 4 ( 8 𝑐 + 3 )\] One more time; \[4 0 𝑐 2 + 1 5 𝑐 − 4 ( 8 𝑐 + 3 )\] \[4 0 𝑐 2 + 1 5 𝑐 − 3 2 𝑐 − 1 2\] Combine Like terms; \[4 0 𝑐 2 + 1 5 𝑐 − 3 2 𝑐 − 1 2\] \[4 0 𝑐 2 − 1 7 𝑐 − 1 2\] Solved! \[4 0 𝑐 2 − 1 7 𝑐 − 1 2\] Let me know if you have anymore questions! ℂ𝕣𝕖𝕖𝕕
That is supposed to be 40c^2, not 40c2, my apologies. ℂ𝕣𝕖𝕖𝕕
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