Đáp án:
Giải thích các bước giải:
$\rm\#Japanese$
a) `3^(x-1)=3^5`
`=>x-1=5`
`=>x=4`
Vậy `x=4`.
b) `5^(2x+3)=125`
`=>5^(2x+3)=5^3`
`=>2x+3=3`
`=>2x=0`
`=>x=0`
Vậy `x=0`.
c) `7^(3x-1)=49^2`
`=>7^(3x-1)=(7^2)^2`
`=>7^(3x-1)=7^4`
`=>3x-1=4`
`=>3x=5`
`=>x=5/3`
Vậy `x=5/3`.
d) `(2-b)^(x+3)=(2-b)^4`
`=>x+3=4`
`=>x=1`
Vậy `x=1`.
e) `(2x+3)^2=144`
`=>(2x+3)^2=12^2`
`=>2x+3=12`
`=>2x=9`
`=>x=9/2`
Vậy `x=9/2`.
g) `(1-x)^3=125`
`=>(1-x)^3=5^3`
`=>1-x=5`
`=>`$x=-4$
Vậy $x=-4$.
h) `(2x-1/2)^2=1/81`
`=>(2x-1/2)^2=(1/9)^2`
`=>2x-1/2=1/9`
`=>2x=11/18`
`=>x=11/36`
Vậy `x=11/36`.
i) `(1+x)^2=625`
`=>(1+x)^2=25^2`
`=>1+x=25`
`=>x=24`
Vậy `x=24`.
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`7/2 - [1/2+1 1/3] ×1/3` Tính giá trị của biểu thức trên.
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giúp mình với ạ mình đang cần gấp
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Các vận động viên thể thao luyện tập lâu năm thường có chỉ số nhịp tim / phút thưa hơn người bình thường. chỉ số này là bao nhiêu và điều đó có ý nghĩa gì? Có thể giải thích điều này thế nào khi số nhịp tim/ phút ít đi mà nhu cầu oxi của cơ thể vẫn được đảm bảo?
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