To find the sum of (2^4) and (7^2), first calculate each exponent: (2^4 = 16) and (7^2 = 49). Adding these together gives (16 + 49 = 65). Therefore, the sum in standard form is (65).
4 cubed is 43 2 cubed is 23 etc
0.0625 in standard form is expressed as ( 6.25 \times 10^{-2} ). This notation indicates that the decimal point has been moved two places to the right, resulting in a coefficient of 6.25 and an exponent of -2 to account for the shift.
To express 0.034 in standard form, you write it as (3.4 \times 10^{-2}). This format indicates that the decimal point has been moved two places to the right, which corresponds to the negative exponent.
To express the number 134.8 in standard form, you write it as (1.348 \times 10^2). This format involves moving the decimal point two places to the left, which corresponds to the exponent of 2. Standard form is commonly used in scientific contexts to simplify the representation of large or small numbers.
5^2
4 cubed is 43 2 cubed is 23 etc
The number 200 in standard form is written as (2 \times 10^2). In this notation, the coefficient (2) is a number between 1 and 10, and the exponent (2) indicates that the decimal point is moved two places to the right.
Not sure about a standard form. It is 2*[N + (6 + 7)] = 2*[N + 13] = 2*N + 26
Example: 2 (I don't know how to do an exponent on the computer so I'll just say what you would say out loud) to the 4th power= 2x2x2x2=16. <- that's standard form.
To express 0.034 in standard form, you write it as (3.4 \times 10^{-2}). This format indicates that the decimal point has been moved two places to the right, which corresponds to the negative exponent.
To express the number 134.8 in standard form, you write it as (1.348 \times 10^2). This format involves moving the decimal point two places to the left, which corresponds to the exponent of 2. Standard form is commonly used in scientific contexts to simplify the representation of large or small numbers.
6x6x5x6x3x2x3 in exponent form is 2 x 32 x 5 x 63
16 + 49 = 65
5^2
23 000. This is standard form and should be written as: 23 x 10^2. (The ^ denotes an exponent.)
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).
A squared number has an exponent of 2. So x squared = x2