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Mathematics
1) -_/a^3
2) _/_/a
3) _/^3_/64a^6b^12
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The heart rate of a person can be modeled by the function r(a)=211−0.64a where a is the person's age in years and r(a) is
The heart rate of a person can be modeled by the function r (a) = 211 - 0.64a where a is the person's age in years and r (a) is
Which of the following expressions is equivalent to (4a^2b)^3(ab)^3?
a. 64a^9b^6 b. 12a^7b^6 c. 64a^7b^9 d. 16a^6b^6
Simplify
4/5th root of 64a to the 3rd power This does not simplify well. (64a)^(12/5) sorry cant help you
factor:
64a^2-48a+9
factorise
a) m^3-27n^3 b) 64a^3b^4+216a^6b c) (a+b)-a-b
I am down to 5 out of 49 problems that I can't figure out. Help is very much appreciated. Thanks !
Factor 64a - 49^3=
Factor the expression 64a^2-16ab+b^2 into a product of binomials
Simplify the expression. Do not assume the variables represent positive numbers.
√64a^2
Please check my answer:
Multiply and simplify (8a^7)/(11p^3) * (121p^8)/(64a) I got (968a^7p^8)/(704ap^3) Is this correct?
