Other calculators

• Inequality Systems step by step
• Regular Equations Step by Step
• Equation systems Step by Step

• Square Inequality Step-by-Step
• Inequality with the module Step by Step
• Logarithmic inequality online

• How to use it?

• Inequation:
• 4(16^x-2*4^(x+1))^2+23*(16^x-2*4^(x+1))+112>=0
• sgrt(2x+1)>2x^2+x-1
• 3^(1/x)+3^(1/x)*3^3>84
• 3/4^x-2+4^x-3/4^x-4>3
• Canonical form:
• =0

• Identical expressions

• four (sixteen ^x- two * four ^(x+ one))^ two + twenty-three *(sixteen ^x- two * four ^(x+ one))+ one hundred and twelve >= zero
• 4(16 to the power of x minus 2 multiply by 4 to the power of (x plus 1)) squared plus 23 multiply by (16 to the power of x minus 2 multiply by 4 to the power of (x plus 1)) plus 112 greater than or equal to 0
• four (sixteen to the power of x minus two multiply by four to the power of (x plus one)) to the power of two plus twenty minus three multiply by (sixteen to the power of x minus two multiply by four to the power of (x plus one)) plus one hundred and twelve greater than or equal to zero
• 4(16x-2*4(x+1))2+23*(16x-2*4(x+1))+112>=0
• 416x-2*4x+12+23*16x-2*4x+1+112>=0
• 4(16^x-2*4^(x+1))²+23*(16^x-2*4^(x+1))+112>=0
• 4(16 to the power of x-2*4 to the power of (x+1)) to the power of 2+23*(16 to the power of x-2*4 to the power of (x+1))+112>=0
• 4(16^x-24^(x+1))^2+23(16^x-24^(x+1))+112>=0
• 4(16x-24(x+1))2+23(16x-24(x+1))+112>=0
• 416x-24x+12+2316x-24x+1+112>=0
• 416^x-24^x+1^2+2316^x-24^x+1+112>=0
• 4(16^x-2*4^(x+1))^2+23*(16^x-2*4^(x+1))+112>=O

• Similar expressions

• 4(16^x+2*4^(x+1))^2+23*(16^x-2*4^(x+1))+112>=0
• 4(16^x-2*4^(x+1))^2+23*(16^x-2*4^(x+1))-112>=0
• 4(16^x-2*4^(x-1))^2+23*(16^x-2*4^(x+1))+112>=0
• 4(16^x-2*4^(x+1))^2+23*(16^x+2*4^(x+1))+112>=0
• 4(16^x-2*4^(x+1))^2-23*(16^x-2*4^(x+1))+112>=0
• 4(16^x-2*4^(x+1))^2+23*(16^x-2*4^(x-1))+112>=0