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它支持数学函数（包括三角函数）。
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总述：本次共解1题。其中
☆算术计算1题
〖1/1算式〗
作业：求算式 (1.02^1)+(1.02^2)+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15) 的值.
题型：数学计算
解:
(1.02^1)+(1.02^2)+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+(1.02^2)+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=2.0604+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=3.121608+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=4.20404+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=5.308121+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=6.434283+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=7.582969+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=8.754628+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=9.949721+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=11.168715+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=12.412089+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=13.680331+1.293606630453797+1.319478763062872+1.34586833832413
=14.973938+1.319478763062872+1.34586833832413
=16.293417+1.34586833832413
=17.639285
答案:(1.02^1)+(1.02^2)+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)=17.639285
☆算术计算1题
〖1/1算式〗
作业：求算式 (1.02^1)+(1.02^2)+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15) 的值.
题型：数学计算
解:
(1.02^1)+(1.02^2)+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+(1.02^2)+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+(1.02^13)+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+(1.02^14)+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+(1.02^15)
=1.02+1.0404+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=2.0604+1.061208+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=3.121608+1.08243216+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=4.20404+1.1040808032+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=5.308121+1.126162419264+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=6.434283+1.14868566764928+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=7.582969+1.171659381002266+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=8.754628+1.195092568622311+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=9.949721+1.218994419994757+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=11.168715+1.243374308394652+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=12.412089+1.268241794562545+1.293606630453797+1.319478763062872+1.34586833832413
=13.680331+1.293606630453797+1.319478763062872+1.34586833832413
=14.973938+1.319478763062872+1.34586833832413
=16.293417+1.34586833832413
=17.639285
答案:(1.02^1)+(1.02^2)+(1.02^3)+(1.02^4)+(1.02^5)+(1.02^6)+(1.02^7)+(1.02^8)+(1.02^9)+(1.02^10)+(1.02^11)+(1.02^12)+(1.02^13)+(1.02^14)+(1.02^15)=17.639285
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