Consider the following equation:−5x−5=1−1x+7Solve the equation, if possible. If there is a solution, express your answer as either an integer or a simplified fraction.

Perform the indicated operations and reduce if possible. Assume that no denominator has a value of zero. x 2 + 14 x 2 − 16 − 8 x − 2 x 2 − 16

Find the value of the rational expression for the given value of the variable.−2m2+1220m, m=−5

Perform the indicated operation of multiplication or division on the rational expressions and simplify.m2−3615⋅5(m+6)2

Perform the indicated operation of subtraction on the two rational expressions and reduce your answer to lowest terms.7x−4×2−2x−15−8x−5

Consider the following equation:−4x−4+1x+6=1State any restriction(s) on the variable, if they exist.

Perform the indicated operation of multiplication or division on the rational expressions and simplify.s2−424⋅4(s+2)2

Perform the indicated operation of multiplication or division on the rational expressions and simplify.y2−1610÷(y+4)22

Simplify the following complex fraction.6×2−4−1x+24x−2+2×2−4

Reduce the following rational expression to its lowest terms.x2+3xx2+6x+9