1) STD Set number format to standard. Standard format has 12 digits. The zeroes after last non-zero digit are not displayed. Keyboad Access: [CST] |FMT| |STD|
2) FIX Fix the number format to a pre-definite number, rounding it. Keyboad Access: [CST] |FMT| |FIX| Example: 3 Result:1.7320508757 Fixing format to 4 [CST] |FMT| |FIX| [ 4 ] Result:1.7321 3) SCI Set the number format to scientific mode. Keyboad Access: [CST] |FMT| |SCI| Example: 123456789 3 [CST] |FMT| |SCI| Result: 1.23E8 4) ENG Set the number format to Engeneering mode. It is similar to SCI, but the exponent is a multiple of 3. Keyboad Access: [CST] |FMT| |ENG|
5) FM Set the fraction mark to comma "," or dot ".". 6) ML Show result without break line if clear or with line breaked if set. Keyboad Access: [CST] |FMT| |ML| Example: (-2,-5) [CST] |FMT| |ML|
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1) SIN(X) Returns the sine of an angle Example: 25 (DEG mode set) [SIN] Result: .422618261741 2) COS(X) Returns the cosine of an angle Example: 25 (DEG mode set) [COS] Result: 3.73205080757 3) TAN(X) Returns the tangent of an angle Example: 75 (DEG mode set) [TAN] Result: 3.73205080757 4) ASIN(X) Returns the arc sine of an angle Example: .3 (RAD mode set) [ASIN] Result: .304692654015 5) ACOS(X) Returns the arc cosine of an angle Example: .3 (RAD mode set) [ACOS] Result: 1.26610367278 6) ATAN(X) Returns the arc tangent of an angle. Example: .87 (RAD mode set) [ATAN] Result: .7115991114416 |
1) LOG Calculates the decimal logarithim of a number. Example: 8 [LOG] Result:.903089986992 2) LN Calculates the natural (Neppier) logarithm of a number. Example: 8 [LN] Result:2.07944154168 3) ex Returns e to the X power Example: 5 ex Result: 148.413159103 4) 10x Returns the antilog of a number. Example: 5 10x Result:100000 |
1) 1/X Returns the inverse of a number Example: 55 1/X Result:.181818181818E-2 2) Returns the square root of a number. It is the same that 'XROOT(2,Y)' where Y is a number. Example: 7 Result: 2.64575131106 3) Returns the root X of a number Y It is the same that 'XROOT(X,Y)', where X is the root exponent and Y the radicand.
4) XY X at power Y Example: 5 3 XY Result:125 ( that indeed is equal 53) |