Math, asked by experts90, 9 months ago

please answer with procedure 5 answer
5 - 557.14 cm²
answers are correct please give the correct procedure
don't give useless an answers or will be reported​

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Answers

Answered by ERB
0

Answer:

557. 0796 cm²

Step-by-step explanation:

total area = ABGH+BCFG+CDEF+ ○half circle

                = 2×ABGH+BCFG+ ○half circle      (ABGH = CDEF)

                = (2×0.5×(20+5)×((50-30)0.5) +30×5 + 0.5×π×10²) cm²

                                                                             (height of ABGH =(50-30)0.5)

                = (250 + 150 + 157.0796) cm²

                = 557. 0796 cm²

Answered by AngelGem
0

Answer:

557. 0796 cm²

Step-by-step explanation:

total area = ABGH+BCFG+CDEF+ ○half circle

                = 2×ABGH+BCFG+ ○half circle      (ABGH = CDEF)

                = (2×0.5×(20+5)×((50-30)0.5) +30×5 + 0.5×π×10²) cm²

                                                                             (height of ABGH =(50-30)0.5)

                = (250 + 150 + 157.0796) cm²

                = 557. 0796 cm²

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