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Toán Lớp 6: Tinh gia tri bieu thức A=(55+57+…+215+217)(3^1+3^2+…+3^10)(3^3.41.283-769.123-42.5207)

Home/ Toán Lớp 6: Tinh gia tri bieu thức A=(55+57+…+215+217)(3^1+3^2+…+3^10)(3^3.41.283-769.123-42.5207)

Toán Lớp 6: Tinh gia tri bieu thức A=(55+57+…+215+217)(3^1+3^2+…+3^10)(3^3.41.283-769.123-42.5207)

Việt Hòa Tháng Tư 19, 2022 Toán học 1 Comment 0 views

Toán Lớp 6: Tinh gia tri bieu thức A=(55+57+…+215+217)(3^1+3^2+…+3^10)(3^3.41.283-769.123-42.5207)

Comments ( 1 )

cattien
19 Tháng Tư, 2022 at 3:10 sáng

Reply

Giải đáp:

A=0

Lời giải và giải thích chi tiết:

A=(55+57+…+215+217)(3^1+3^2+…+3^10)(3^{3}.41.283-769.123-42.5207)

A=(55+57+…+215+217)(3^1+3^2+…+3^10)(41.7641-2307.41-42.5207)

A=(55+57+…+215+217)(3^1+3^2+…+3^10)[41.(7641-2307)-42.5207]

A=(55+57+…+215+217)(3^1+3^2+…+3^10)(41.5334-42.5207)

A=(55+57+…+215+217)(3^1+3^2+…+3^10)(41.5334-41.5207-5207)

A=(55+57+…+215+217)(3^1+3^2+…+3^10)(41.127-5207)

A=(55+57+…+215+217)(3^1+3^2+…+3^10)(5207-5207)

A=(55+57+…+215+217)(3^1+3^2+…+3^10).0

A=0

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