The Language which should be used is scheme

1. Symbolic differentiation. The rules of differentiation are given as follows. (2) = 1 det (u + v) = du + (u e cu v) = realitat an (u/v) = (v det - ) / 02 Write a function named diff to differentiate an expression with respect to x. For example, (diff 'x 'x) => 1 , (diff 'x '(+ (* 2 x) 1)) => (+ (+ (* x 0) (* 2 1)) 0) Hint: you can use the built-in functions symbol? and number? for the basis cases. (define (diff x expr) (cond ((or (number? expr) (symbol? expr)) (if (eq? expr x) 1 0)) (else ... 1. Symbolic differentiation. The rules of differentiation are given as follows. (2) = 1 det (u + v) = du + (u e cu v) = realitat an (u/v) = (v det - ) / 02 Write a function named diff to differentiate an expression with respect to x. For example, (diff 'x 'x) => 1 , (diff 'x '(+ (* 2 x) 1)) => (+ (+ (* x 0) (* 2 1)) 0) Hint: you can use the built-in functions symbol? and number? for the basis cases. (define (diff x expr) (cond ((or (number? expr) (symbol? expr)) (if (eq? expr x) 1 0)) (else