Evaluate the following expressions.

a$.3+\frac{5}{7}$

b$.3**3+3\%2$

c$.3+\frac{2}{5}+-2^{**}4$

d$.2^{**}(1+-\frac{\frac{3}{4}}{2}{)}^{**}(2-6\%3)$

What is the data type of the result of the following expressions?

a$.\frac{3+5}{7}$

b$.\frac{3+5}{?}($float$)7$

c$.($float$)(\frac{3+5}{7})$

Which of the following expressions is equivalent to $-b\frac{c+34}{2a}?$

a$.-b^{**}\frac{c+34}{2^{**}}a$

b$.$ a$)$

c$.-b^{**}c+\frac{34}{2^{**}a}$

Rewrite the following statements without using the shorthand operators.

a$.x+=y$;

b$.x^{**}=v+w$;

c$.\frac{x}{?}=y$;