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Nvme Thunderbolt Dock, m2+8m+7=0 - Quadratic equations. Tiger shows you, step by step, how to solve YOUR Quadratic Equations m2+8m+7=0 by Completing the Square, Quadratic formula or, whenever possible, . R740xd Nvme, Solve m^2-8m+7=0 - Math Solver - Microsoft. m2-8m+7=0 Two solutions were found : m = 7 m = 1 Step by step solution : Step 1 :Trying to factor by splitting the middle term 1.1 Factoring m2-8m+7 The first .People also askYou will see more English now.What are the solutions to x2 8x 7 0?What is the first step in solving the quadratic equation 5x squared 8 equals 133?What number should be added to both sides of the equation to complete the square?FeedbackQuestions & answersBrainlyQuestionsolve by factoring m2+8m+7=0Answer · 9 voteswhat 2 numbers multilpiy to get 7 and add to 8 1 and 7 (m+7)(m+1)=0 set each to zero m+7=0 m=-7 m+1=0 m=-1 m=-7 and -1MoreGauthmathQuestion4. What are the factors of m2 8m+7=0 ?Answer · 102 votesAnswer to 4. What are the factors of m2 8m+7=0 ?MoreBrainly.phQuestionsolve the following quadratic equation using completing the square m²+8m=-7​Answer · 6 votesAnswer:m2+8m=−7Step 1: Subtract -7 from both sides.m2+8m−(−7)=−7−(−7)m2+8m+7=0Step 2: Factor left side of equation.(m+1)(m+7)=0Step 3: Set factors equal to 0.m+1=0 or m+7=0m=−1 or m=−7Answer:m=−1 or m=−7MoreGauthmathQuestion5. What are the factors of m2-8m+7=0 ? A. m+7m+1=0 C. m-7m-1=0 B. m+7m-1=0 D. m-7m+1=0Answer · 84 votesAnswer to 5. What are the factors of m2-8m+7=0 ? A. m+7m+1=0 C. m-7m-1=0 B. m+7m-1=0 D. m-7m+1=0MoreCheggQuestionFind the solution set. m^(2)-8m+7=0 Separate the two values with a comma.Answer · 0 votesGiven that, m^(2) - 8m + 7 = 0 is a quadratic equation of the variable m.MoreCheggQuestionSolve by completing square m^(2)+8m-7=0 including non real solutionsAnswer · 0 votesThe given equation is m^(2)+8m-7=0MoreSocraticQuestionHow do you solve 8m2−2m=7 using the quadratic formula?Answer · 0 votesSee a solution process below:Explanation:First, put the equation in standard form:8m2−2m−7=7−78m2−2m−7=0We can now use the quadratic equation to solve this problem:The quadratic formula states:For ax2+bx+c=0, the values of x which are the solutions to the equation are given by:x=−b±√b2−(4ac)2⋅aSubstituting:8 for a−2 for b−7 for c gives:x=−−2±√−22−(4⋅8⋅−7)2⋅8m=2±√4−(32⋅−7)16m=2±√4−(−224)16m=2±√4+22416m=2±√22816m=2±√4⋅5716m=2±√4√5716m=2±2√5716m=216±2√5716m=18±√578m=1±√578The Solution Set Is:m={(1−√578),(1+√578)}MoreNumeradeQuestionB. by factoring 1. x2 + 7x = 0 3. x2 + 5x - 14 = 0 2. m2 + 8m = -16 4. 2y2 +8y - 10=0Answer · 1 voteso your equation is X squared plus seven X minus four equals zero. So to use the quadratic formula it always has to equal zero which it does. Another quadratic formula says negative B plus or minus. This might be the square root of B squared minus 4 -4. C. All over two a. Alright. So in front of the X. Is our A. In this case there's no number so it's an implied one A equals one B. Equals the number in front of just the plain X. Which is seven and see equals negative for that negative has to come with it. So now I just plug them in. So negative seven plus or minus the square root of seven where minus four times one times negative four. 1 2 2 1 and that becomes negative seven plus or minus seven squared is 49 -4 times one times negative four is a positive 16. All over two. So negative seven Plus and minus the square root of 49 and 16 five carry the one 65 I believe. I'm going to double check that. 49 plus 16 65 Over to. So this is your exact answer. Let's see if I can simplify 65. 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