Here we give the graph of a function defined on {{MATH_198}}. {{CMD_199}} {{ENV_200}} {{COMMENT_201}} {{COMMENT_202}} {{CMD_203}} Find the Intervals of Continuity for the function. {{CMD_204}} {{CMD_205}}{{MATH_206}}{{CMD_207}} {{CMD_208}}{{MATH_209}} and {{MATH_210}}{{CMD_211}} {{CMD_212}}{{MATH_213}}, {{MATH_214}}, and {{MATH_215}}{{CMD_216}} {{CMD_217}}{{MATH_218}}, {{MATH_219}}, and {{MATH_220}}{{CMD_221}} {{CMD_222}}{{MATH_223}}, {{MATH_224}}, and {{MATH_225}}{{CMD_226}} {{CMD_227}}{{MATH_228}}, {{MATH_229}}, and {{MATH_230}}{{CMD_231}} {{CMD_232}}{{MATH_233}}, {{MATH_234}}, and {{MATH_235}}{{CMD_236}} {{CMD_237}}{{MATH_238}}, {{MATH_239}}, and {{MATH_240}}{{CMD_241}} {{CMD_242}} {{CMD_243}} Notice that our function is left continuous at {{MATH_244}} so we can include {{MATH_245}} in the interval {{MATH_246}}. Four is not included in the interval {{MATH_247}} because our function is not right continuous at {{MATH_248}}. Similarly, our function is neither right or left continuous at {{MATH_249}}, so {{MATH_250}} is not included in any intervals. Our function is left continuous at {{MATH_251}} and right continuous at {{MATH_252}} so we included these endpoints in our intervals. {{CMD_253}} {{CMD_254}}