Evaluating Limits. We learn how to evaluate the lim x-›-1^+ (4x+4)/|x+1|. We learn how to evaluate a limit at a given point of lim x-›-1^+ (4x+4)/|x+1|. This is a great introduction into Limits and Calculus. This is under the topic of Limits with this free online math video lesson. #evaluatinglimits #limits #findthelimit #calculus #calculushelp #minutemath #onlinemathlessons
Adding/Subtracting Rational Expressions. We learn how to simplify (r+6)/(3r-6)+(r+1)/(3r-6). We learn how to add and subtract the rational expression (r+6)/(3r-6)+(r+1)/(3r-6). This is a great introduction into rational expressions and how to simplify rational expressions. This is under the topic of Rational Expressions with this free online math video lesson. #rationalexpressions #addingrationalexpressions #subtractingrationalexpressions #simplify #onlinemathlessons #minutemath #algebra2
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(15n+5)/(10n+10). State the excluded values for (15n+5)/(10n+10). In this free online math video lesson on Excluded Values we State the excluded values for each. We learn how to state the excluded values for (15n+5)/(10n+10). #excludedvalues #rationalexpressions #minutemath
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In this math video lesson we Write the point-slope form of the equation: through (-2,4), parallel to y=-5/2x+5. #minutemath #writinglinearequations
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Factoring: All Techniques Combined (Hard). We learn how to factor 5x^2+24x-5. We learn how to factor 5x^2+24x-5 using various factoring techniques. This is a great introduction into polynomial functions and understanding how to factor. This is under the topic of Factoring: All Techniques Combined (Hard) with this free online math video lesson. #factoring #factorcompletely #factoringalltechniques #onlinemathlessons #minutemath #algebra2
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x^2-40x+c | Find the value of c that completes the square. In this free online math video lesson on Completing the Square we find the value of c that completes the square. We learn how to find the value of c of x^2-40x+c that completes the square. #completethesquare #algebra1 #minutemath
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Rolle’s Theorem. Find the values of c that satisfy Rolle’s Theorem of y=(-x^2+2x+15)/(x+4) [-3, 5]. We learn how to determine if Rolle’s Theorem can be applied to y=(-x^2+2x+15)/(x+4) [-3, 5]. If it can, we find all values of c that satisfy the theorem. If it cannot, we explain why not. We learn how to apply Rolle’s Theorem to a function. We first determine if Rolle’s Theorem can be applied. If it can not be applied, we state why. If Rolle’s Theorem can be applied, we first take the derivative of the function. We then set the derivative equal to zero and solve for x. Once we get these values we determine which ones are within our bounds of the problem. These values are the values of c that satisfy Rolle’s Theorem. This is a great introduction into Rolle’s Theorem. This is under the topic of Applications of Differentiation with this free online math video lesson. #RollesTheorem #findthevalueofc #ApplyRollesTheorem #derivatives #Theorem #calculus #calculushelp #minutemath #minutemathhelp #onlinemathlessons
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It takes Darryl nine hours to mop a warehouse. Castel can mop the same warehouse in eight hours. Find how long it would take them if they worked together. We solve a Work Word Problem this free online math video lesson on Work Word Problems. This video uses algebra to create equations from a real world work word problem example and shows you how to solve this problem. Solve each question and round your answer to the nearest hundredth. #workwordproblems #wordproblems #minutemath
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We are given a rectangular figure with three circles inscribed inside. The circles have radii of 6, 4, and 3 units. Point A is directly below the center of the circle with a radius of 3 and Point B is directly below the center of the circle with a radius of 6. What is the length of AB?
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00:49 - The Steps
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Evaluating Limits. We learn how to evaluate the lim x-›1 f(x) where f(x)={x/2+9/2 when x‹1; x^2-6x+10 when x≥1. We learn how to evaluate a limit at a given point of lim x-›1 f(x) where f(x)={x/2+9/2 when x‹1; x^2-6x+10 when x≥1. This is a great introduction into Limits and Calculus. This is under the topic of Limits with this free online math video lesson. #evaluatinglimits #limits #findthelimit #calculus #calculushelp #minutemath #onlinemathlessons
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