Answer:
-1
Step-by-step explanation:
To calculate the value of log 0.001 base 1000, we can use the logarithmic identity:
logᵦ(x) = log(x) / log(β)
In this case, β (the base) is 1000, and x is 0.001. So we can rewrite the expression as:
log 0.001 base 1000 = log(0.001) / log(1000)
Now let's calculate the logarithms individually:
log(0.001) ≈ -3 (since 10^(-3) = 0.001)
log(1000) = 3 (since 10^3 = 1000)
Therefore, we have:
log 0.001 base 1000 ≈ -3 / 3 = -1
So the value of log 0.001 base 1000 is -1.
जिंदगी उसी को आजमाती है,
जो हर मोडपर चलना जानता है,
कुछ पा कर तो हर कोई मुस्कुराता है,
जिंदगी उसी की है .....
जो सबकुछ खो कर भी मुस्कुराना जानता है।
hi
kon se class ke hai
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Verified answer
Answer:
-1
Step-by-step explanation:
To calculate the value of log 0.001 base 1000, we can use the logarithmic identity:
logᵦ(x) = log(x) / log(β)
In this case, β (the base) is 1000, and x is 0.001. So we can rewrite the expression as:
log 0.001 base 1000 = log(0.001) / log(1000)
Now let's calculate the logarithms individually:
log(0.001) ≈ -3 (since 10^(-3) = 0.001)
log(1000) = 3 (since 10^3 = 1000)
Therefore, we have:
log 0.001 base 1000 ≈ -3 / 3 = -1
So the value of log 0.001 base 1000 is -1.
जिंदगी उसी को आजमाती है,
जो हर मोडपर चलना जानता है,
कुछ पा कर तो हर कोई मुस्कुराता है,
जिंदगी उसी की है .....
जो सबकुछ खो कर भी मुस्कुराना जानता है।
hi
kon se class ke hai