m∠JWL=(2x+93)° °. Find the m∠JWIm .
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X would equal 27...
2x+93 = (2x+24) + (3x-12)
2x+93 = 5x+12
81 = 3x
27 = x
Angle JWI = 78
As per linear equation, the value of ∠JWI is 78°.
"A linear equation is an equation in which the highest power of the variable is always 1."
Given, ∠JWL = (2x+93)°
∠JWI = (2x + 24)°
∠IWL = (3x-12)°
Therefore, ∠JWL = ∠JWI + ∠IWL
⇒ (2x+93) = (2x + 24)+(3x-12)
⇒ 3x + 2x - 2x = 93- 24 + 12
⇒ 3x = 81
⇒ x = 27
Therefore, ∠JWI = (2x + 24)° = 2(27)° + 24° = 78°
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