Question

8. Find the lengths of the sides of the parallelogram. D 3x + 5 C 4x - 5 A 6x - IO B​

Answer 1

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Correct option is

Correct option isD

Correct option isDx=32, b=89 degrees, d=91 degrees

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘             2x+25+3x−5=180∘

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘             2x+25+3x−5=180∘                     x=5180−20=32

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘             2x+25+3x−5=180∘                     x=5180−20=32    ∠B=2x+25=(2∗32)+25=89∘

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘             2x+25+3x−5=180∘                     x=5180−20=32    ∠B=2x+25=(2∗32)+25=89∘    ∠D=3x−5=(3∗32)−5=91∘

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Answer 2

Step-by-step explanation:

★

Correct option is

Correct option isD

Correct option isDx=32, b=89 degrees, d=91 degrees

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘             2x+25+3x−5=180∘

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘             2x+25+3x−5=180∘                     x=5180−20=32

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘             2x+25+3x−5=180∘                     x=5180−20=32    ∠B=2x+25=(2∗32)+25=89∘

Correct option isDx=32, b=89 degrees, d=91 degreesIn ∥gm opposite angles are supplementary.Therefore,                 ∠B+∠D=180∘             2x+25+3x−5=180∘                     x=5180−20=32    ∠B=2x+25=(2∗32)+25=89∘    ∠D=3x−5=(3∗32)−5=91∘

\begin{gathered}hope \: it \: helps \\ drop \: likes \: as \: much \: as \: u \: can\end{gathered}hopeithelpsdroplikesasmuchasucan