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Question Number 218528 by Spillover last updated on 11/Apr/25

Answered by mr W last updated on 11/Apr/25

Commented by mr W last updated on 11/Apr/25

3θ=(π/2) ⇒θ=(π/6)=30°  a sin θ+4 cos θ=4  ⇒a=8(1−((√3)/2))  length of big rectangle b:  b=a+a cos θ+2a sin θ+(a/(tan θ))+4  b=8(1−((√3)/2))(1+((√3)/2)+2×(1/2)+(√3))+4=2+4(√3)  area of big rectangle:  4×b=8(1+2(√3)) ✓  area of small rectangle:  4×a=16(2−(√3)) ✓

3θ=π2θ=π6=30°asinθ+4cosθ=4a=8(132)lengthofbigrectangleb:b=a+acosθ+2asinθ+atanθ+4b=8(132)(1+32+2×12+3)+4=2+43areaofbigrectangle:4×b=8(1+23)areaofsmallrectangle:4×a=16(23)

Answered by Spillover last updated on 11/Apr/25

Answered by Spillover last updated on 11/Apr/25

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