 Question:

Which answer choices accurately match each function with its corresponding solution or factored form? 1) \$3850_w100_h16.png\$
2) \$2517_w114_h18.png\$
3) \$6189_w233_h20.png\$

A 1) \$6343_w112_h41.png\$ and \$5713_w112_h41.png\$
2) x = 5 and \$5536_w120_h39.png\$ and \$3906_w119_h39.png\$
3) \$2782_w322_h20.png\$
Explaination

Use any appropriate factoring method to factor and solve the equations given. Rewrite the first equation into the general quadratic form: \$7858_w132_h18.png\$. Use the quadratic formula to solve for x: \$7744_w160_h41.png\$, with a = 3, b = -3, c = 5. \$6048_w250_h45.png\$, and \$1709_w116_h40.png\$, so \$3404_w112_h41.png\$ and \$2724_w112_h41.png\$. Rewrite the second equation as a difference of cubes: \$4653_w130_h20.png\$ and apply the general factor form of difference of cubes \$9781_w166_h20.png\$ to find: \$8102_w214_h20.png\$, set both expressions equal to 0: x - 5 = 0 so x = 5 and \$3618_w132_h18.png\$, which requires the quadratic formula: \$4834_w203_h45.png\$ which becomes \$4112_w130_h40.png\$, which becomes \$7171_w135_h41.png\$ and \$6821_w135_h41.png\$. Begin the third function by factoring the GCF, \$9070_w16_h16.png\$: \$1836_w248_h20.png\$. The expression in parentheses should be recognized as a difference of squares, which can be factored using the general form of \$1243_w204_h20.png\$. So: \$4205_w322_h20.png\$