C-05-Q094mediumsingle_mcq

If a product of two real quantities is zero, then—

aboth must be zero
bneither is zero
cat least one of them is zero
dtheir sum is zero

ব্যাখ্যা

This is the zero-product property: if $ab=0$ for real numbers, then at least one factor must be zero. It does not require both to be zero, which is why it is the basis of solving by factorization.

এই অধ্যায়ের আরও প্রশ্ন

C-05-Q095From we get—
C-05-Q096The principle " or " is used in the method of—
C-05-Q097Solve :
C-05-Q098Solution set of is—
C-05-Q099Solution set of is—
C-05-Q100From , with , the values of are—
C-05-Q101In question 100, the corresponding values of are—
C-05-Q102Comparing with , we get—
C-05-Q103The degree of as a polynomial is—
C-05-Q104Equation has roots—

Equations in One Variable — সব প্রশ্ন দেখুন (170টি) →

If a product of two real quantities is zero, then—

aboth must be zero

bneither is zero

cat least one of them is zero

dtheir sum is zero

ব্যাখ্যা

This is the zero-product property: if $ab=0$ for real numbers, then at least one factor must be zero. It does not require both to be zero, which is why it is the basis of solving by factorization.