Find a monomial, which is added to −2x+4y2+z to make this expression a binomial.
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Solution
We can add 2x,−4y2 and -z to the expression to make it binomial. ⇒2x+(−2x+4y2+z)=4y2+z⇒−4y2−(−2x+4y2+z)=−2x+z⇒−z+(−2x+4y2+z)=−2x+4y2
Hence, on adding a monomial 2x or −4y2 or −z to −2x+4y2+z, the resulting expression becomes a binomal.