To write 144 in exponent form, first, find its prime factorization. The prime factors of 144 are 2 and 3, specifically (144 = 2^4 \times 3^2). Therefore, 144 can be expressed in exponent form as (2^4 \times 3^2).
144 = 1.44 × 102
To express (122) as a logarithm of (144), we can write it in the logarithmic form as ( \log_{144}(122) ). This states that (144) raised to the power of (x) equals (122). In other words, (x = \log_{144}(122)) represents the exponent to which (144) must be raised to yield (122).
9 cubes in exponent form = 93
101
4.6 × 101
144 = 1.44 × 102
12^2
144 can be written as 1.44 × 102
To express (122) as a logarithm of (144), we can write it in the logarithmic form as ( \log_{144}(122) ). This states that (144) raised to the power of (x) equals (122). In other words, (x = \log_{144}(122)) represents the exponent to which (144) must be raised to yield (122).
9 cubes in exponent form = 93
101
4.6 × 101
6.3 × 101
9.03 × 107
100000 = 105
0.0069
one hundred and forty four is the word form of 144