tan(x)=2,−2tan(x)=2,-2Set up each of the solutions to solve for xx. tan(x)=2tan(x)=2 tan(x)=−2tan(x)=-2Solve for xx in tan(x)=2tan(x)=2. Tap for more steps... x=1.10714871+πn,4.24874137+πnx=1.10714871+πn,4.24874137+πn, for any integer nnSolve...
Solve3x+1=0forx. Subtract1from both sides of the. 3x=-1 eachin3x=-1by3and simplify. eachin3x=-1by3. 3x3=-13 Cancel theof3. 3x3=-13 xby1. x=-13 x=-13 x=-13 x=-13 x=-13 x=-13 x=-13 x=−13x=-13 Set3x−13x-1equal to00and solve forxx. ...
For example, if you enter the “x + 2x” equation, Photomath will show you how to solve it by isolating x or by separating the variables. It then will provide a detailed breakdown of how each method works and why one may be better suited than another for each scenario. The whole proce...
Solve for x 3x=2y+6 Finite Math Examples 3x=2y+63x=2y+6 Divideeachtermin3x=2y+63x=2y+6by33. 3x3=2y3+633x3=2y3+63 Simplify the left side. Tap for more steps... Cancel theof3. 3x3=2y3+63 xby1. x=2y3+63 x=2y3+63
Solve for x log base 4 of x = log base 8 of 4x Algebra Examples log4(x)=log8(4x)log4(x)=log8(4x) Grapheach side of theequation. Thesolutionis the x-value of thepointofintersection. x≈16x≈16 log4(x)=log8(4x)log4(x)=log8(4x)...
AlgebraSolve for x 3^x=273x=273x=27 Create equivalent expressions in the equation that all have equal bases. 3x=333x=33Since the bases are the same, then two expressions are only equal if the exponents are also equal. x=3x=3Enter a problem......
Solve for xx. Tap for more steps... x=6πx=6πFind the period of sin(x6)sin(x6). Tap for more steps... 12π12πThe period of the sin(x6)sin(x6) function is 12π12π so values will repeat every 12π12π radians in both directions. x=12πn,6π+12πnx=12πn,6π+12...
x-16=0 Add16to both sides of the. x=16 x=16x=16 Setx+2x+2equal to00and solve forxx. Tap for more steps... x+2equal to0. x+2=0 Subtract2from both sides of the. x=-2 x=−2x=-2 The finalsolutionis all the values that make(x−16)(x+2)=0(x-16)(x+2)=0true. ...
Popular Problems Finite Math Solve for x x-4=10 x−4=10x-4=10 Add 44 to both sides of the equation. x=10+4x=10+4Add 1010 and 44. x=14x=14x−4=10x-4=10 ( ) | [ ] √ ≥ 7 8 9 ≤ 4 5 6 ...
Tap for more steps... 5by2. x=10+3⋅312 3by3. x=10+912 Add10and9. x=1912 x=1912x=1912 The result can be shown inmultipleforms. Exact Form: x=1912x=1912 Decimal Form: x=1.58¯3x=1.583‾ Mixed NumberForm: x=1712x=1712 ...