In 35-38, write an equation for each hyperbola. y5 -5 5x

L32 - 11 Now You Try It (NYTI): 1. In each case, sketch the integrand, and evaluate the integrals geometrically in ▯erms of area. 3▯ (a) 9 − x dx −3 ▯ 6 (b) |2x − 5|dx 0 2. In each part below, ﬁnd the maximum M and minimum m values of the given integrand on the interval shown. Then use the Comparison Property to ﬁnd upper and lower bounds for the value of the integral. ▯ 4 (a) x dx 4+ x 2 ▯ 12 −x (b) xe dx 0