Question Simplify the expression k2x2−4x4k+2x4 Evaluate k2x2−2(2k−1)x4Multiply the terms k2x2−2x4(2k−1)Solution More Steps Evaluate −2x4(2k−1)Apply the distributive property −2x4×2k−(−2x4×1)Multiply the numbers −4x4k−(−2x4×1)Any expression multiplied by 1 remains the same −4x4k−(−2x4)If a negative sign or a subtraction symbol appears outside parentheses, remove the parentheses and change the sign of every term within the parentheses −4x4k+2x4 k2x2−4x4k+2x4 Show Solution Factor the expression (k2−4x2k+2x2)x2 Evaluate k2x2−2(2k−1)x4Multiply the terms k2x2−2x4(2k−1)Rewrite the expression k2x2−2x2(2k−1)x2Factor out x2 from the expression (k2−2x2(2k−1))x2Solution (k2−4x2k+2x2)x2 Show Solution
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