Equations with Two Terms in the Numerator - Examples
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- An equation with two terms in the numerator can be solved by multiplying both sides by the denominator, and then solving like you would normally solve an equation (with division…
By Bladyda, Zora Gilbert, Liza Sulkin, Alex Federspiel, Sarah Walker
- When you see two terms in the numerator of a fraction, the first thing to remember is: don't panic. Although having more than one term can seem like a lot to deal with, most of …
By Hannah Bonville, Zora Gilbert, Alex Federspiel, Sarah Walker, Anusha Rahman
- Example: Two Terms in the Numerator Having two terms in the numerator is similar to having just one term in the numerator. In both cases, we first want to get rid of the denomin…
By Christine, Alex Federspiel, Sarah Walker, Anusha Rahman
- (Video) Solve for x in Two Steps With Fractions (Simplifying Math) by Eric Buffington In the video above, Mr. Buffington walks through a couple examples of solving equations wit…
By Amy Feraco, Sarah Walker, Alex Federspiel, Anusha Rahman
Problems 25
- Solve for xxx. x+43=6\frac{x+4}{3}=63x+4=6
- Solve for xxx. x−95=2\frac{x-9}{5}=25x−9=2
- Solve for xxx. x+54=4\frac{x+5}{4}=44x+5=4
- Solve for xxx. x+35=4\frac{x+3}{5}=45x+3=4
- Solve for xxx. x−82=3\frac{x-8}{2}=32x−8=3
- Solve for xxx. x−65=8\frac{x-6}{5}=85x−6=8
- Solve for xxx. x−110=8\frac{x-1}{10}=810x−1=8
- Solve for xxx. 4+x3 =56\frac{4+x}{3}\ =\frac{5}{6}34+x =65
- Solve for xxx. 15 (5−x)=25\frac{1}{5}\ (5-x)=\frac{2}{5}51 (5−x)=52
- Solve for xxx. x+352 =−65\frac{x+\frac{3}{5}}{2}\ =-\frac{6}{5}2x+53 =−56
- Solve for xxx. 3.94x+7.843.4 =2.68\frac{3.94x+7.84}{3.4}\ =2.683.43.94x+7.84 =2.68 Round your answer to nearest hundredth.
- Find all values of xxx such that x2−46=2.\frac{x^2-4}{6}=2.6x2−4=2.
- Find all xxx such that 2+x26=3.\frac{2+x^2}{6}=3.62+x2=3.
- In an equation x+ab=c\frac{x+a}{b} = cbx+a=c, how do we eliminate the denominator bbb?
- Suppose you are trying to solve an equation of the form x−ab=c\frac{x-a}{b} = cbx−a=c. To undo the subtraction by aaa in the numerator, what method could you use?
- Suppose you are trying to solve an equation of the form x+ab=c\frac{x+a}{b} = cbx+a=c. To undo the addition by aaa in the numerator, what method could you use?
- x3+25=2\frac{\frac{x}{3} +2}{5} = 253x+2=2 What is the equation equivalent to?
- Solve for xxx. 4x−63=6\frac{4x-6}{3}=634x−6=6
- Solve for xxx in terms of aaa and yyy, if aaa is nonzero. ax+6y3=2y\frac{ax+6y}{3}=2y3ax+6y=2y
- Solve for xxx. 3x−30x−3=7\frac{3x-30}{x-3}=7x−33x−30=7
- Solve for xxx. x+1x=8\frac{x+1}{x}=8xx+1=8
- Solve for xxx. x+24x+2=7\frac{x+2}{4x+2}=74x+2x+2=7
- Solve for xxx. x+11−x+11=2\frac{x+11}{-x+11}=2−x+11x+11=2
- Solve for xxx. x+103x=12\frac{x+10}{3x}=123xx+10=12
- Solve for xxx. x+104=x2\frac{x+10}{4}=\frac{x}{2}4x+10=2x