What is the order of the numbers from least to greatest?
A=4.6x10^-4
B=2.4x10^-3
C= 3.5x10^5
D=6.3x10^-4
A.C<A<B<D
B.D<A<C<B
C.B<C<A<D
D.A<D<B<C****
Correct me if I'm wrong please
A = 4.6 x 10^–4 = 0.00046
B = 2.4 x 10^–3 = 0.0024
C = 3.5 x 10^5 = 350000
D = 6.3 x 10–4 = 0.00063
least to greatest: A < D < B < C
I'm pretty sure this is 100% correct.
you are correct.
Thank you
thank you sm "i g0T u Br0 ^-^"
<3
I can’t tell if this is right or wrong
Based on the given numbers, we need to determine the order from least to greatest. We have:
A = 4.6x10^-4
B = 2.4x10^-3
C = 3.5x10^5
D = 6.3x10^-4
To compare the numbers, we can either compare the coefficients (the numbers before "x") or the exponents (the numbers after "10^").
Let's compare the coefficients:
A = 4.6
B = 2.4
C = 3.5
D = 6.3
From these coefficients, we can see that 2.4 is the smallest, followed by 3.5, 4.6, and 6.3. Therefore, the order from least to greatest based on the coefficients is B < C < A < D.
Now let's compare the exponents:
A = 10^-4
B = 10^-3
C = 10^5
D = 10^-4
From these exponents, we can see that 10^5 is the largest, followed by 10^-3 and 10^-4. Therefore, the order from least to greatest based on the exponents is D < A < B < C.
Combining the orders based on the coefficient and the exponent, we have: B < C < A < D. So, according to the given numbers, the correct order from least to greatest is B, C, A, D.
Your answer, D, is correct. Well done!