Question Simplify the expression −160−220e5−4000n Evaluate 40−20e5×11−200−4000nMultiply the terms 40−220e5−200−4000nSolution −160−220e5−4000n Show Solution Factor the expression −20(8+11e5+200n) Evaluate 40−20e5×11−200−4000nMultiply the terms 40−220e5−200−4000nSubtract the numbers −160−220e5−4000nSolution −20(8+11e5+200n) Show Solution Find the roots n=−2008+11e5Alternative Form n≈−8.202724 Evaluate 40−20e5×11−200−4000nTo find the roots of the expression,set the expression equal to 0 40−20e5×11−200−4000n=0Multiply the terms 40−220e5−200−4000n=0Subtract the numbers −160−220e5−4000n=0Move the constant to the right-hand side and change its sign −4000n=0+160+220e5Removing 0 doesn't change the value,so remove it from the expression −4000n=160+220e5Change the signs on both sides of the equation 4000n=−160−220e5Divide both sides 40004000n=4000−160−220e5Divide the numbers n=4000−160−220e5Solution More Steps Evaluate 4000−160−220e5Rewrite the expression 400020(−8−11e5)Cancel out the common factor 20 200−8−11e5Use b−a=−ba=−ba to rewrite the fraction −2008+11e5 n=−2008+11e5Alternative Form n≈−8.202724 Show Solution